diff --git a/FSBrowser.h b/FSBrowser.h new file mode 100644 index 0000000..fe19efe --- /dev/null +++ b/FSBrowser.h @@ -0,0 +1,125 @@ +//holds the current upload +File fsUploadFile; + +//format bytes +String formatBytes(size_t bytes){ + if (bytes < 1024){ + return String(bytes)+"B"; + } else if(bytes < (1024 * 1024)){ + return String(bytes/1024.0)+"KB"; + } else if(bytes < (1024 * 1024 * 1024)){ + return String(bytes/1024.0/1024.0)+"MB"; + } else { + return String(bytes/1024.0/1024.0/1024.0)+"GB"; + } +} + +String getContentType(String filename){ + if(webServer.hasArg("download")) return "application/octet-stream"; + else if(filename.endsWith(".htm")) return "text/html"; + else if(filename.endsWith(".html")) return "text/html"; + else if(filename.endsWith(".css")) return "text/css"; + else if(filename.endsWith(".js")) return "application/javascript"; + else if(filename.endsWith(".png")) return "image/png"; + else if(filename.endsWith(".gif")) return "image/gif"; + else if(filename.endsWith(".jpg")) return "image/jpeg"; + else if(filename.endsWith(".ico")) return "image/x-icon"; + else if(filename.endsWith(".xml")) return "text/xml"; + else if(filename.endsWith(".pdf")) return "application/x-pdf"; + else if(filename.endsWith(".zip")) return "application/x-zip"; + else if(filename.endsWith(".gz")) return "application/x-gzip"; + return "text/plain"; +} + +bool handleFileRead(String path){ + Serial.println("handleFileRead: " + path); + if(path.endsWith("/")) path += "index.htm"; + String contentType = getContentType(path); + String pathWithGz = path + ".gz"; + if(SPIFFS.exists(pathWithGz) || SPIFFS.exists(path)){ + if(SPIFFS.exists(pathWithGz)) + path += ".gz"; + File file = SPIFFS.open(path, "r"); + size_t sent = webServer.streamFile(file, contentType); + file.close(); + return true; + } + return false; +} + +void handleFileUpload(){ + if(webServer.uri() != "/edit") return; + HTTPUpload& upload = webServer.upload(); + if(upload.status == UPLOAD_FILE_START){ + String filename = upload.filename; + if(!filename.startsWith("/")) filename = "/"+filename; + Serial.print("handleFileUpload Name: "); Serial.println(filename); + fsUploadFile = SPIFFS.open(filename, "w"); + filename = String(); + } else if(upload.status == UPLOAD_FILE_WRITE){ + //Serial.print("handleFileUpload Data: "); Serial.println(upload.currentSize); + if(fsUploadFile) + fsUploadFile.write(upload.buf, upload.currentSize); + } else if(upload.status == UPLOAD_FILE_END){ + if(fsUploadFile) + fsUploadFile.close(); + Serial.print("handleFileUpload Size: "); Serial.println(upload.totalSize); + } +} + +void handleFileDelete(){ + if(webServer.args() == 0) return webServer.send(500, "text/plain", "BAD ARGS"); + String path = webServer.arg(0); + Serial.println("handleFileDelete: " + path); + if(path == "/") + return webServer.send(500, "text/plain", "BAD PATH"); + if(!SPIFFS.exists(path)) + return webServer.send(404, "text/plain", "FileNotFound"); + SPIFFS.remove(path); + webServer.send(200, "text/plain", ""); + path = String(); +} + +void handleFileCreate(){ + if(webServer.args() == 0) + return webServer.send(500, "text/plain", "BAD ARGS"); + String path = webServer.arg(0); + Serial.println("handleFileCreate: " + path); + if(path == "/") + return webServer.send(500, "text/plain", "BAD PATH"); + if(SPIFFS.exists(path)) + return webServer.send(500, "text/plain", "FILE EXISTS"); + File file = SPIFFS.open(path, "w"); + if(file) + file.close(); + else + return webServer.send(500, "text/plain", "CREATE FAILED"); + webServer.send(200, "text/plain", ""); + path = String(); +} + +void handleFileList() { + if(!webServer.hasArg("dir")) {webServer.send(500, "text/plain", "BAD ARGS"); return;} + + String path = webServer.arg("dir"); + Serial.println("handleFileList: " + path); + Dir dir = SPIFFS.openDir(path); + path = String(); + + String output = "["; + while(dir.next()){ + File entry = dir.openFile("r"); + if (output != "[") output += ','; + bool isDir = false; + output += "{\"type\":\""; + output += (isDir)?"dir":"file"; + output += "\",\"name\":\""; + output += String(entry.name()).substring(1); + output += "\"}"; + entry.close(); + } + + output += "]"; + webServer.send(200, "text/json", output); +} + diff --git a/Field.h b/Field.h new file mode 100644 index 0000000..0ea2261 --- /dev/null +++ b/Field.h @@ -0,0 +1,130 @@ +/* + ESP8266 + FastLED + IR Remote: https://github.com/jasoncoon/esp8266-fastled-webserver + Copyright (C) 2016 Jason Coon + + This program is free software: you can redistribute it and/or modify + it under the terms of the GNU General Public License as published by + the Free Software Foundation, either version 3 of the License, or + (at your option) any later version. + + This program is distributed in the hope that it will be useful, + but WITHOUT ANY WARRANTY; without even the implied warranty of + MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + GNU General Public License for more details. + + You should have received a copy of the GNU General Public License + along with this program. If not, see . +*/ + +typedef String (*FieldSetter)(String); +typedef String (*FieldGetter)(); + +const String NumberFieldType = "Number"; +const String BooleanFieldType = "Boolean"; +const String SelectFieldType = "Select"; +const String ColorFieldType = "Color"; +const String SectionFieldType = "Section"; + +typedef struct Field { + String name; + String label; + String type; + uint8_t min; + uint8_t max; + FieldGetter getValue; + FieldGetter getOptions; + FieldSetter setValue; +}; + +typedef Field FieldList[]; + +Field getField(String name, FieldList fields, uint8_t count) { + for (uint8_t i = 0; i < count; i++) { + Field field = fields[i]; + if (field.name == name) { + return field; + } + } + return Field(); +} + +String getFieldValue(String name, FieldList fields, uint8_t count) { + Field field = getField(name, fields, count); + if (field.getValue) { + return field.getValue(); + } + return String(); +} + +String setFieldValue(String name, String value, FieldList fields, uint8_t count) { + Field field = getField(name, fields, count); + if (field.setValue) { + return field.setValue(value); + } + return String(); +} + +String getFieldsJson(FieldList fields, uint8_t count) { + String json = "["; + + for (uint8_t i = 0; i < count; i++) { + Field field = fields[i]; + + json += "{\"name\":\"" + field.name + "\",\"label\":\"" + field.label + "\",\"type\":\"" + field.type + "\""; + + if(field.getValue) { + if (field.type == ColorFieldType || field.type == "String") { + json += ",\"value\":\"" + field.getValue() + "\""; + } + else { + json += ",\"value\":" + field.getValue(); + } + } + + if (field.type == NumberFieldType) { + json += ",\"min\":" + String(field.min); + json += ",\"max\":" + String(field.max); + } + + if (field.getOptions) { + json += ",\"options\":["; + json += field.getOptions(); + json += "]"; + } + + json += "}"; + + if (i < count - 1) + json += ","; + } + + json += "]"; + + return json; +} + +/* + String json = "["; + + json += "{\"name\":\"power\",\"label\":\"Power\",\"type\":\"Boolean\",\"value\":" + String(power) + "},"; + json += "{\"name\":\"brightness\",\"label\":\"Brightness\",\"type\":\"Number\",\"value\":" + String(brightness) + "},"; + + json += "{\"name\":\"pattern\",\"label\":\"Pattern\",\"type\":\"Select\",\"value\":" + String(currentPatternIndex) + ",\"options\":["; + for (uint8_t i = 0; i < patternCount; i++) + { + json += "\"" + patterns[i].name + "\""; + if (i < patternCount - 1) + json += ","; + } + json += "]},"; + + json += "{\"name\":\"autoplay\",\"label\":\"Autoplay\",\"type\":\"Boolean\",\"value\":" + String(autoplay) + "},"; + json += "{\"name\":\"autoplayDuration\",\"label\":\"Autoplay Duration\",\"type\":\"Number\",\"value\":" + String(autoplayDuration) + "},"; + + json += "{\"name\":\"solidColor\",\"label\":\"Color\",\"type\":\"Color\",\"value\":\"" + String(solidColor.r) + "," + String(solidColor.g) + "," + String(solidColor.b) +"\"},"; + + json += "{\"name\":\"cooling\",\"label\":\"Cooling\",\"type\":\"Number\",\"value\":" + String(cooling) + "},"; + json += "{\"name\":\"sparking\",\"label\":\"Sparking\",\"type\":\"Number\",\"value\":" + String(sparking) + "}"; + + json += "]"; +*/ diff --git a/Fields.h b/Fields.h new file mode 100644 index 0000000..27f40a3 --- /dev/null +++ b/Fields.h @@ -0,0 +1,110 @@ +/* + ESP8266 + FastLED + IR Remote: https://github.com/jasoncoon/esp8266-fastled-webserver + Copyright (C) 2016 Jason Coon + + This program is free software: you can redistribute it and/or modify + it under the terms of the GNU General Public License as published by + the Free Software Foundation, either version 3 of the License, or + (at your option) any later version. + + This program is distributed in the hope that it will be useful, + but WITHOUT ANY WARRANTY; without even the implied warranty of + MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + GNU General Public License for more details. + + You should have received a copy of the GNU General Public License + along with this program. If not, see . +*/ + +uint8_t power = 1; +uint8_t brightness = brightnessMap[brightnessIndex]; + +//String setPower(String value) { +// power = value.toInt(); +// if(power < 0) power = 0; +// else if (power > 1) power = 1; +// return String(power); +//} + +String getPower() { + return String(power); +} + +//String setBrightness(String value) { +// brightness = value.toInt(); +// if(brightness < 0) brightness = 0; +// else if (brightness > 255) brightness = 255; +// return String(brightness); +//} + +String getBrightness() { + return String(brightness); +} + +String getPattern() { + return String(currentPatternIndex); +} + +String getPatterns() { + String json = ""; + + for (uint8_t i = 0; i < patternCount; i++) { + json += "\"" + patterns[i].name + "\""; + if (i < patternCount - 1) + json += ","; + } + + return json; +} + +String getAutoplay() { + return String(autoplay); +} + +String getAutoplayDuration() { + return String(autoplayDuration); +} + +String getSolidColor() { + return String(solidColor.r) + "," + String(solidColor.g) + "," + String(solidColor.b); +} + +String getCooling() { + return String(cooling); +} + +String getSparking() { + return String(sparking); +} + +String getSpeed() { + return String(speed); +} + +String getTwinkleSpeed() { + return String(twinkleSpeed); +} + +String getTwinkleDensity() { + return String(twinkleDensity); +} + +FieldList fields = { + { "power", "Power", BooleanFieldType, 0, 1, getPower }, + { "brightness", "Brightness", NumberFieldType, 1, 255, getBrightness }, + { "pattern", "Pattern", SelectFieldType, 0, patternCount, getPattern, getPatterns }, + { "speed", "Speed", NumberFieldType, 1, 255, getSpeed }, + { "autoplay", "Autoplay", SectionFieldType }, + { "autoplay", "Autoplay", BooleanFieldType, 0, 1, getAutoplay }, + { "autoplayDuration", "Autoplay Duration", NumberFieldType, 0, 255, getAutoplayDuration }, + { "solidColor", "Solid Color", SectionFieldType }, + { "solidColor", "Color", ColorFieldType, 0, 255, getSolidColor }, + { "fire", "Fire & Water", SectionFieldType }, + { "cooling", "Cooling", NumberFieldType, 0, 255, getCooling }, + { "sparking", "Sparking", NumberFieldType, 0, 255, getSparking }, + { "twinkles", "Twinkles", SectionFieldType }, + { "twinkleSpeed", "Twinkle Speed", NumberFieldType, 0, 8, getTwinkleSpeed }, + { "twinkleDensity", "Twinkle Density", NumberFieldType, 0, 8, getTwinkleDensity }, +}; + +uint8_t fieldCount = ARRAY_SIZE(fields); diff --git a/TwinkleFOX.h b/TwinkleFOX.h new file mode 100644 index 0000000..f27b563 --- /dev/null +++ b/TwinkleFOX.h @@ -0,0 +1,390 @@ +// TwinkleFOX by Mark Kriegsman: https://gist.github.com/kriegsman/756ea6dcae8e30845b5a +// +// TwinkleFOX: Twinkling 'holiday' lights that fade in and out. +// Colors are chosen from a palette; a few palettes are provided. +// +// This December 2015 implementation improves on the December 2014 version +// in several ways: +// - smoother fading, compatible with any colors and any palettes +// - easier control of twinkle speed and twinkle density +// - supports an optional 'background color' +// - takes even less RAM: zero RAM overhead per pixel +// - illustrates a couple of interesting techniques (uh oh...) +// +// The idea behind this (new) implementation is that there's one +// basic, repeating pattern that each pixel follows like a waveform: +// The brightness rises from 0..255 and then falls back down to 0. +// The brightness at any given point in time can be determined as +// as a function of time, for example: +// brightness = sine( time ); // a sine wave of brightness over time +// +// So the way this implementation works is that every pixel follows +// the exact same wave function over time. In this particular case, +// I chose a sawtooth triangle wave (triwave8) rather than a sine wave, +// but the idea is the same: brightness = triwave8( time ). +// +// Of course, if all the pixels used the exact same wave form, and +// if they all used the exact same 'clock' for their 'time base', all +// the pixels would brighten and dim at once -- which does not look +// like twinkling at all. +// +// So to achieve random-looking twinkling, each pixel is given a +// slightly different 'clock' signal. Some of the clocks run faster, +// some run slower, and each 'clock' also has a random offset from zero. +// The net result is that the 'clocks' for all the pixels are always out +// of sync from each other, producing a nice random distribution +// of twinkles. +// +// The 'clock speed adjustment' and 'time offset' for each pixel +// are generated randomly. One (normal) approach to implementing that +// would be to randomly generate the clock parameters for each pixel +// at startup, and store them in some arrays. However, that consumes +// a great deal of precious RAM, and it turns out to be totally +// unnessary! If the random number generate is 'seeded' with the +// same starting value every time, it will generate the same sequence +// of values every time. So the clock adjustment parameters for each +// pixel are 'stored' in a pseudo-random number generator! The PRNG +// is reset, and then the first numbers out of it are the clock +// adjustment parameters for the first pixel, the second numbers out +// of it are the parameters for the second pixel, and so on. +// In this way, we can 'store' a stable sequence of thousands of +// random clock adjustment parameters in literally two bytes of RAM. +// +// There's a little bit of fixed-point math involved in applying the +// clock speed adjustments, which are expressed in eighths. Each pixel's +// clock speed ranges from 8/8ths of the system clock (i.e. 1x) to +// 23/8ths of the system clock (i.e. nearly 3x). +// +// On a basic Arduino Uno or Leonardo, this code can twinkle 300+ pixels +// smoothly at over 50 updates per seond. +// +// -Mark Kriegsman, December 2015 + +// Overall twinkle speed. +// 0 (VERY slow) to 8 (VERY fast). +// 4, 5, and 6 are recommended, default is 4. +uint8_t twinkleSpeed = 4; + +// Overall twinkle density. +// 0 (NONE lit) to 8 (ALL lit at once). +// Default is 5. +uint8_t twinkleDensity = 5; + +// Background color for 'unlit' pixels +// Can be set to CRGB::Black if desired. +CRGB gBackgroundColor = CRGB::Black; +// Example of dim incandescent fairy light background color +// CRGB gBackgroundColor = CRGB(CRGB::FairyLight).nscale8_video(16); + +// If AUTO_SELECT_BACKGROUND_COLOR is set to 1, +// then for any palette where the first two entries +// are the same, a dimmed version of that color will +// automatically be used as the background color. +#define AUTO_SELECT_BACKGROUND_COLOR 0 + +// If COOL_LIKE_INCANDESCENT is set to 1, colors will +// fade out slighted 'reddened', similar to how +// incandescent bulbs change color as they get dim down. +#define COOL_LIKE_INCANDESCENT 1 + +CRGBPalette16 twinkleFoxPalette; + +// This function is like 'triwave8', which produces a +// symmetrical up-and-down triangle sawtooth waveform, except that this +// function produces a triangle wave with a faster attack and a slower decay: +// +// / \ +// / \ +// / \ +// / \ +// + +uint8_t attackDecayWave8( uint8_t i) +{ + if( i < 86) { + return i * 3; + } else { + i -= 86; + return 255 - (i + (i/2)); + } +} + +// This function takes a pixel, and if its in the 'fading down' +// part of the cycle, it adjusts the color a little bit like the +// way that incandescent bulbs fade toward 'red' as they dim. +void coolLikeIncandescent( CRGB& c, uint8_t phase) +{ + if( phase < 128) return; + + uint8_t cooling = (phase - 128) >> 4; + c.g = qsub8( c.g, cooling); + c.b = qsub8( c.b, cooling * 2); +} + +// This function takes a time in pseudo-milliseconds, +// figures out brightness = f( time ), and also hue = f( time ) +// The 'low digits' of the millisecond time are used as +// input to the brightness wave function. +// The 'high digits' are used to select a color, so that the color +// does not change over the course of the fade-in, fade-out +// of one cycle of the brightness wave function. +// The 'high digits' are also used to determine whether this pixel +// should light at all during this cycle, based on the twinkleDensity. +CRGB computeOneTwinkle( uint32_t ms, uint8_t salt) +{ + uint16_t ticks = ms >> (8-twinkleSpeed); + uint8_t fastcycle8 = ticks; + uint16_t slowcycle16 = (ticks >> 8) + salt; + slowcycle16 += sin8( slowcycle16); + slowcycle16 = (slowcycle16 * 2053) + 1384; + uint8_t slowcycle8 = (slowcycle16 & 0xFF) + (slowcycle16 >> 8); + + uint8_t bright = 0; + if( ((slowcycle8 & 0x0E)/2) < twinkleDensity) { + bright = attackDecayWave8( fastcycle8); + } + + uint8_t hue = slowcycle8 - salt; + CRGB c; + if( bright > 0) { + c = ColorFromPalette( twinkleFoxPalette, hue, bright, NOBLEND); + if( COOL_LIKE_INCANDESCENT == 1 ) { + coolLikeIncandescent( c, fastcycle8); + } + } else { + c = CRGB::Black; + } + return c; +} + +// This function loops over each pixel, calculates the +// adjusted 'clock' that this pixel should use, and calls +// "CalculateOneTwinkle" on each pixel. It then displays +// either the twinkle color of the background color, +// whichever is brighter. +void drawTwinkles() +{ + // "PRNG16" is the pseudorandom number generator + // It MUST be reset to the same starting value each time + // this function is called, so that the sequence of 'random' + // numbers that it generates is (paradoxically) stable. + uint16_t PRNG16 = 11337; + + uint32_t clock32 = millis(); + + // Set up the background color, "bg". + // if AUTO_SELECT_BACKGROUND_COLOR == 1, and the first two colors of + // the current palette are identical, then a deeply faded version of + // that color is used for the background color + CRGB bg; + if( (AUTO_SELECT_BACKGROUND_COLOR == 1) && + (twinkleFoxPalette[0] == twinkleFoxPalette[1] )) { + bg = twinkleFoxPalette[0]; + uint8_t bglight = bg.getAverageLight(); + if( bglight > 64) { + bg.nscale8_video( 16); // very bright, so scale to 1/16th + } else if( bglight > 16) { + bg.nscale8_video( 64); // not that bright, so scale to 1/4th + } else { + bg.nscale8_video( 86); // dim, scale to 1/3rd. + } + } else { + bg = gBackgroundColor; // just use the explicitly defined background color + } + + uint8_t backgroundBrightness = bg.getAverageLight(); + + for(uint8_t i = 0; i < NUM_LEDS; i++) { + CRGB& pixel = leds[i]; + + PRNG16 = (uint16_t)(PRNG16 * 2053) + 1384; // next 'random' number + uint16_t myclockoffset16= PRNG16; // use that number as clock offset + PRNG16 = (uint16_t)(PRNG16 * 2053) + 1384; // next 'random' number + // use that number as clock speed adjustment factor (in 8ths, from 8/8ths to 23/8ths) + uint8_t myspeedmultiplierQ5_3 = ((((PRNG16 & 0xFF)>>4) + (PRNG16 & 0x0F)) & 0x0F) + 0x08; + uint32_t myclock30 = (uint32_t)((clock32 * myspeedmultiplierQ5_3) >> 3) + myclockoffset16; + uint8_t myunique8 = PRNG16 >> 8; // get 'salt' value for this pixel + + // We now have the adjusted 'clock' for this pixel, now we call + // the function that computes what color the pixel should be based + // on the "brightness = f( time )" idea. + CRGB c = computeOneTwinkle( myclock30, myunique8); + + uint8_t cbright = c.getAverageLight(); + int16_t deltabright = cbright - backgroundBrightness; + if( deltabright >= 32 || (!bg)) { + // If the new pixel is significantly brighter than the background color, + // use the new color. + pixel = c; + } else if( deltabright > 0 ) { + // If the new pixel is just slightly brighter than the background color, + // mix a blend of the new color and the background color + pixel = blend( bg, c, deltabright * 8); + } else { + // if the new pixel is not at all brighter than the background color, + // just use the background color. + pixel = bg; + } + } +} + +// A mostly red palette with green accents and white trim. +// "CRGB::Gray" is used as white to keep the brightness more uniform. +const TProgmemRGBPalette16 RedGreenWhite_p FL_PROGMEM = +{ CRGB::Red, CRGB::Red, CRGB::Red, CRGB::Red, + CRGB::Red, CRGB::Red, CRGB::Red, CRGB::Red, + CRGB::Red, CRGB::Red, CRGB::Gray, CRGB::Gray, + CRGB::Green, CRGB::Green, CRGB::Green, CRGB::Green }; + +// A mostly (dark) green palette with red berries. +#define Holly_Green 0x00580c +#define Holly_Red 0xB00402 +const TProgmemRGBPalette16 Holly_p FL_PROGMEM = +{ Holly_Green, Holly_Green, Holly_Green, Holly_Green, + Holly_Green, Holly_Green, Holly_Green, Holly_Green, + Holly_Green, Holly_Green, Holly_Green, Holly_Green, + Holly_Green, Holly_Green, Holly_Green, Holly_Red +}; + +// A red and white striped palette +// "CRGB::Gray" is used as white to keep the brightness more uniform. +const TProgmemRGBPalette16 RedWhite_p FL_PROGMEM = +{ CRGB::Red, CRGB::Red, CRGB::Gray, CRGB::Gray, + CRGB::Red, CRGB::Red, CRGB::Gray, CRGB::Gray, + CRGB::Red, CRGB::Red, CRGB::Gray, CRGB::Gray, + CRGB::Red, CRGB::Red, CRGB::Gray, CRGB::Gray }; + +// A mostly blue palette with white accents. +// "CRGB::Gray" is used as white to keep the brightness more uniform. +const TProgmemRGBPalette16 BlueWhite_p FL_PROGMEM = +{ CRGB::Blue, CRGB::Blue, CRGB::Blue, CRGB::Blue, + CRGB::Blue, CRGB::Blue, CRGB::Blue, CRGB::Blue, + CRGB::Blue, CRGB::Blue, CRGB::Blue, CRGB::Blue, + CRGB::Blue, CRGB::Gray, CRGB::Gray, CRGB::Gray }; + +// A pure "fairy light" palette with some brightness variations +#define HALFFAIRY ((CRGB::FairyLight & 0xFEFEFE) / 2) +#define QUARTERFAIRY ((CRGB::FairyLight & 0xFCFCFC) / 4) +const TProgmemRGBPalette16 FairyLight_p FL_PROGMEM = +{ CRGB::FairyLight, CRGB::FairyLight, CRGB::FairyLight, CRGB::FairyLight, + HALFFAIRY, HALFFAIRY, CRGB::FairyLight, CRGB::FairyLight, + QUARTERFAIRY, QUARTERFAIRY, CRGB::FairyLight, CRGB::FairyLight, + CRGB::FairyLight, CRGB::FairyLight, CRGB::FairyLight, CRGB::FairyLight }; + +// A palette of soft snowflakes with the occasional bright one +const TProgmemRGBPalette16 Snow_p FL_PROGMEM = +{ 0x304048, 0x304048, 0x304048, 0x304048, + 0x304048, 0x304048, 0x304048, 0x304048, + 0x304048, 0x304048, 0x304048, 0x304048, + 0x304048, 0x304048, 0x304048, 0xE0F0FF }; + +// A palette reminiscent of large 'old-school' C9-size tree lights +// in the five classic colors: red, orange, green, blue, and white. +#define C9_Red 0xB80400 +#define C9_Orange 0x902C02 +#define C9_Green 0x046002 +#define C9_Blue 0x070758 +#define C9_White 0x606820 +const TProgmemRGBPalette16 RetroC9_p FL_PROGMEM = +{ C9_Red, C9_Orange, C9_Red, C9_Orange, + C9_Orange, C9_Red, C9_Orange, C9_Red, + C9_Green, C9_Green, C9_Green, C9_Green, + C9_Blue, C9_Blue, C9_Blue, + C9_White +}; + +// A cold, icy pale blue palette +#define Ice_Blue1 0x0C1040 +#define Ice_Blue2 0x182080 +#define Ice_Blue3 0x5080C0 +const TProgmemRGBPalette16 Ice_p FL_PROGMEM = +{ + Ice_Blue1, Ice_Blue1, Ice_Blue1, Ice_Blue1, + Ice_Blue1, Ice_Blue1, Ice_Blue1, Ice_Blue1, + Ice_Blue1, Ice_Blue1, Ice_Blue1, Ice_Blue1, + Ice_Blue2, Ice_Blue2, Ice_Blue2, Ice_Blue3 +}; + +void redGreenWhiteTwinkles() +{ + twinkleFoxPalette = RedGreenWhite_p; + drawTwinkles(); +} + +void hollyTwinkles() +{ + twinkleFoxPalette = Holly_p; + drawTwinkles(); +} + +void redWhiteTwinkles() +{ + twinkleFoxPalette = RedWhite_p; + drawTwinkles(); +} + +void blueWhiteTwinkles() +{ + twinkleFoxPalette = BlueWhite_p; + drawTwinkles(); +} + +void fairyLightTwinkles() +{ + twinkleFoxPalette = FairyLight_p; + drawTwinkles(); +} + +void snow2Twinkles() +{ + twinkleFoxPalette = Snow_p; + drawTwinkles(); +} + +void iceTwinkles() +{ + twinkleFoxPalette = Ice_p; + drawTwinkles(); +} + +void retroC9Twinkles() +{ + twinkleFoxPalette = RetroC9_p; + drawTwinkles(); +} + +void partyTwinkles() +{ + twinkleFoxPalette = PartyColors_p; + drawTwinkles(); +} + +void forestTwinkles() +{ + twinkleFoxPalette = ForestColors_p; + drawTwinkles(); +} + +void lavaTwinkles() +{ + twinkleFoxPalette = LavaColors_p; + drawTwinkles(); +} + +void fireTwinkles() +{ + twinkleFoxPalette = HeatColors_p; + drawTwinkles(); +} + +void cloud2Twinkles() +{ + twinkleFoxPalette = CloudColors_p; + drawTwinkles(); +} + +void oceanTwinkles() +{ + twinkleFoxPalette = OceanColors_p; + drawTwinkles(); +} diff --git a/Twinkles.h b/Twinkles.h new file mode 100644 index 0000000..bcc5d6a --- /dev/null +++ b/Twinkles.h @@ -0,0 +1,118 @@ +// based on ColorTwinkles by Mark Kriegsman: https://gist.github.com/kriegsman/5408ecd397744ba0393e + +#define STARTING_BRIGHTNESS 64 +#define FADE_IN_SPEED 32 +#define FADE_OUT_SPEED 20 +#define DENSITY 255 + +enum { GETTING_DARKER = 0, GETTING_BRIGHTER = 1 }; + +CRGB makeBrighter( const CRGB& color, fract8 howMuchBrighter) +{ + CRGB incrementalColor = color; + incrementalColor.nscale8( howMuchBrighter); + return color + incrementalColor; +} + +CRGB makeDarker( const CRGB& color, fract8 howMuchDarker) +{ + CRGB newcolor = color; + newcolor.nscale8( 255 - howMuchDarker); + return newcolor; +} + +// Compact implementation of +// the directionFlags array, using just one BIT of RAM +// per pixel. This requires a bunch of bit wrangling, +// but conserves precious RAM. The cost is a few +// cycles and about 100 bytes of flash program memory. +uint8_t directionFlags[ (NUM_LEDS + 7) / 8]; + +bool getPixelDirection( uint16_t i) +{ + uint16_t index = i / 8; + uint8_t bitNum = i & 0x07; + + uint8_t andMask = 1 << bitNum; + return (directionFlags[index] & andMask) != 0; +} + +void setPixelDirection( uint16_t i, bool dir) +{ + uint16_t index = i / 8; + uint8_t bitNum = i & 0x07; + + uint8_t orMask = 1 << bitNum; + uint8_t andMask = 255 - orMask; + uint8_t value = directionFlags[index] & andMask; + if ( dir ) { + value += orMask; + } + directionFlags[index] = value; +} + +void brightenOrDarkenEachPixel( fract8 fadeUpAmount, fract8 fadeDownAmount) +{ + for ( uint16_t i = 0; i < NUM_LEDS; i++) { + if ( getPixelDirection(i) == GETTING_DARKER) { + // This pixel is getting darker + leds[i] = makeDarker( leds[i], fadeDownAmount); + } else { + // This pixel is getting brighter + leds[i] = makeBrighter( leds[i], fadeUpAmount); + // now check to see if we've maxxed out the brightness + if ( leds[i].r == 255 || leds[i].g == 255 || leds[i].b == 255) { + // if so, turn around and start getting darker + setPixelDirection(i, GETTING_DARKER); + } + } + } +} + +void colortwinkles() +{ + EVERY_N_MILLIS(30) + { + // Make each pixel brighter or darker, depending on + // its 'direction' flag. + brightenOrDarkenEachPixel( FADE_IN_SPEED, FADE_OUT_SPEED); + + // Now consider adding a new random twinkle + if ( random8() < DENSITY ) { + int pos = random16(NUM_LEDS); + if ( !leds[pos]) { + leds[pos] = ColorFromPalette( gCurrentPalette, random8(), STARTING_BRIGHTNESS, NOBLEND); + setPixelDirection(pos, GETTING_BRIGHTER); + } + } + } +} + +void cloudTwinkles() +{ + gCurrentPalette = CloudColors_p; // Blues and whites! + colortwinkles(); +} + +void rainbowTwinkles() +{ + gCurrentPalette = RainbowColors_p; + colortwinkles(); +} + +void snowTwinkles() +{ + CRGB w(85, 85, 85), W(CRGB::White); + + gCurrentPalette = CRGBPalette16( W, W, W, W, w, w, w, w, w, w, w, w, w, w, w, w ); + colortwinkles(); +} + +void incandescentTwinkles() +{ + CRGB l(0xE1A024); + + gCurrentPalette = CRGBPalette16( l, l, l, l, l, l, l, l, l, l, l, l, l, l, l, l ); + colortwinkles(); +} + diff --git a/data/css/bootstrap.min.css b/data/css/bootstrap.min.css new file mode 100644 index 0000000..467ea29 --- /dev/null +++ b/data/css/bootstrap.min.css @@ -0,0 +1,6 @@ +/*! + * Bootstrap v3.3.7 (http://getbootstrap.com) + * Copyright 2011-2016 Twitter, Inc. + * Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE) + *//*! normalize.css v3.0.3 | MIT License | github.com/necolas/normalize.css */html{font-family:sans-serif;-webkit-text-size-adjust:100%;-ms-text-size-adjust:100%}body{margin:0}article,aside,details,figcaption,figure,footer,header,hgroup,main,menu,nav,section,summary{display:block}audio,canvas,progress,video{display:inline-block;vertical-align:baseline}audio:not([controls]){display:none;height:0}[hidden],template{display:none}a{background-color:transparent}a:active,a:hover{outline:0}abbr[title]{border-bottom:1px dotted}b,strong{font-weight:700}dfn{font-style:italic}h1{margin:.67em 0;font-size:2em}mark{color:#000;background:#ff0}small{font-size:80%}sub,sup{position:relative;font-size:75%;line-height:0;vertical-align:baseline}sup{top:-.5em}sub{bottom:-.25em}img{border:0}svg:not(:root){overflow:hidden}figure{margin:1em 40px}hr{height:0;-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}pre{overflow:auto}code,kbd,pre,samp{font-family:monospace,monospace;font-size:1em}button,input,optgroup,select,textarea{margin:0;font:inherit;color:inherit}button{overflow:visible}button,select{text-transform:none}button,html input[type=button],input[type=reset],input[type=submit]{-webkit-appearance:button;cursor:pointer}button[disabled],html input[disabled]{cursor:default}button::-moz-focus-inner,input::-moz-focus-inner{padding:0;border:0}input{line-height:normal}input[type=checkbox],input[type=radio]{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box;padding:0}input[type=number]::-webkit-inner-spin-button,input[type=number]::-webkit-outer-spin-button{height:auto}input[type=search]{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box;-webkit-appearance:textfield}input[type=search]::-webkit-search-cancel-button,input[type=search]::-webkit-search-decoration{-webkit-appearance:none}fieldset{padding:.35em .625em .75em;margin:0 2px;border:1px solid silver}legend{padding:0;border:0}textarea{overflow:auto}optgroup{font-weight:700}table{border-spacing:0;border-collapse:collapse}td,th{padding:0}/*! 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); -} - -.minicolors-no-data-uris .minicolors-sprite { - background-image: url(jquery.minicolors.png); -} - -.minicolors-swatch { - position: absolute; - vertical-align: middle; - background-position: -80px 0; - border: solid 1px #ccc; - cursor: text; - padding: 0; - margin: 0; - display: inline-block; -} - -.minicolors-swatch-color { - position: absolute; - top: 0; - left: 0; - right: 0; - bottom: 0; -} - -.minicolors input[type=hidden] + .minicolors-swatch { - width: 28px; - position: static; - cursor: pointer; -} - -/* Panel */ -.minicolors-panel { - position: absolute; - width: 173px; - height: 152px; - background: white; - border: solid 1px #CCC; - box-shadow: 0 0 20px rgba(0, 0, 0, .2); - z-index: 99999; - -moz-box-sizing: content-box; - -webkit-box-sizing: content-box; - box-sizing: content-box; - display: none; -} - -.minicolors-panel.minicolors-visible { - display: block; -} - -/* Panel positioning */ -.minicolors-position-top .minicolors-panel { - top: -154px; -} - -.minicolors-position-right .minicolors-panel { - right: 0; -} - -.minicolors-position-bottom .minicolors-panel { - top: auto; -} - -.minicolors-position-left .minicolors-panel { - left: 0; -} - -.minicolors-with-opacity .minicolors-panel { - width: 194px; -} - -.minicolors .minicolors-grid { - position: absolute; - top: 1px; - left: 1px; - width: 150px; - height: 150px; - background-position: -120px 0; - cursor: crosshair; -} - -.minicolors .minicolors-grid-inner { - position: absolute; - top: 0; - left: 0; - width: 150px; - height: 150px; -} - -.minicolors-slider-saturation .minicolors-grid { - background-position: -420px 0; -} - -.minicolors-slider-saturation .minicolors-grid-inner { - background-position: -270px 0; - background-image: inherit; -} - -.minicolors-slider-brightness .minicolors-grid { - background-position: -570px 0; -} - -.minicolors-slider-brightness .minicolors-grid-inner { - background-color: black; -} - -.minicolors-slider-wheel .minicolors-grid { - background-position: -720px 0; -} - -.minicolors-slider, -.minicolors-opacity-slider { - position: absolute; - top: 1px; - left: 152px; - width: 20px; - height: 150px; - background-color: white; - background-position: 0 0; - cursor: row-resize; -} - -.minicolors-slider-saturation .minicolors-slider { - background-position: -60px 0; -} - -.minicolors-slider-brightness .minicolors-slider { - background-position: -20px 0; -} - -.minicolors-slider-wheel .minicolors-slider { - background-position: -20px 0; -} - -.minicolors-opacity-slider { - left: 173px; - background-position: -40px 0; - display: none; -} - -.minicolors-with-opacity .minicolors-opacity-slider { - display: block; -} - -/* Pickers */ -.minicolors-grid .minicolors-picker { - position: absolute; - top: 70px; - left: 70px; - width: 12px; - height: 12px; - border: solid 1px black; - border-radius: 10px; - margin-top: -6px; - margin-left: -6px; - background: none; -} - -.minicolors-grid .minicolors-picker > div { - position: absolute; - top: 0; - left: 0; - width: 8px; - height: 8px; - border-radius: 8px; - border: solid 2px white; - -moz-box-sizing: content-box; - -webkit-box-sizing: content-box; - box-sizing: content-box; -} - -.minicolors-picker { - position: absolute; - top: 0; - left: 0; - width: 18px; - height: 2px; - background: white; - border: solid 1px black; - margin-top: -2px; - -moz-box-sizing: content-box; - -webkit-box-sizing: content-box; - box-sizing: content-box; -} - -/* Inline controls */ -.minicolors-inline { - display: inline-block; -} - -.minicolors-inline .minicolors-input { - display: none !important; -} - -.minicolors-inline .minicolors-panel { - position: relative; - top: auto; - left: auto; - box-shadow: none; - z-index: auto; - display: inline-block; -} - -/* Default theme */ -.minicolors-theme-default .minicolors-swatch { - top: 5px; - left: 5px; - width: 18px; - height: 18px; -} -.minicolors-theme-default.minicolors-position-right .minicolors-swatch { - left: auto; - right: 5px; -} -.minicolors-theme-default.minicolors { - width: auto; - display: inline-block; -} -.minicolors-theme-default .minicolors-input { - height: 20px; - width: auto; - display: inline-block; - padding-left: 26px; -} -.minicolors-theme-default.minicolors-position-right .minicolors-input { - padding-right: 26px; - padding-left: inherit; -} - -/* Bootstrap theme */ -.minicolors-theme-bootstrap .minicolors-swatch { - top: 3px; - left: 3px; - width: 28px; - height: 28px; - border-radius: 3px; -} -.minicolors-theme-bootstrap .minicolors-swatch-color { - border-radius: inherit; -} -.minicolors-theme-bootstrap.minicolors-position-right .minicolors-swatch { - left: auto; - right: 3px; -} -.minicolors-theme-bootstrap .minicolors-input { - padding-left: 44px; -} -.minicolors-theme-bootstrap.minicolors-position-right .minicolors-input { - padding-right: 44px; - padding-left: 12px; -} -.minicolors-theme-bootstrap .minicolors-input.input-lg + .minicolors-swatch { - top: 4px; - left: 4px; - width: 37px; - height: 37px; - border-radius: 5px; -} -.minicolors-theme-bootstrap .minicolors-input.input-sm + .minicolors-swatch { - width: 24px; - height: 24px; -} +body { padding-bottom: 70px; } diff --git a/data/edit.htm b/data/edit.htm new file mode 100644 index 0000000..cfd70ba --- /dev/null +++ b/data/edit.htm @@ -0,0 +1,3 @@ +ESP Editor
diff --git a/data/fonts/glyphico.eot b/data/fonts/glyphicons.eot similarity index 100% rename from data/fonts/glyphico.eot rename to data/fonts/glyphicons.eot diff --git a/data/fonts/glyphico.svg b/data/fonts/glyphicons.svg similarity index 100% rename from data/fonts/glyphico.svg rename to data/fonts/glyphicons.svg diff --git a/data/fonts/glyphico.ttf b/data/fonts/glyphicons.ttf similarity index 100% rename from data/fonts/glyphico.ttf rename to data/fonts/glyphicons.ttf diff --git a/data/fonts/glyphico.woff b/data/fonts/glyphicons.woff similarity index 100% rename from data/fonts/glyphico.woff rename to data/fonts/glyphicons.woff diff --git a/data/fonts/glyphico.woff2 b/data/fonts/glyphicons.woff2 similarity index 100% rename from data/fonts/glyphico.woff2 rename to data/fonts/glyphicons.woff2 diff --git a/data/index.htm b/data/index.htm index fc06787..75aeec2 100644 --- a/data/index.htm +++ b/data/index.htm @@ -5,110 +5,228 @@ - ESP8266 + FastLED + ESP8266 + FastLED by Evil Genius Labs + + + + + + + + + + - -
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- + + + + + + + + + + + + + + + + + diff --git a/data/js/app.js b/data/js/app.js new file mode 100644 index 0000000..005dc34 --- /dev/null +++ b/data/js/app.js @@ -0,0 +1,462 @@ +// used when hosting the site on the ESP8266 +var address = location.hostname; +var urlBase = ""; + +// used when hosting the site somewhere other than the ESP8266 (handy for testing without waiting forever to upload to SPIFFS) +// var address = "esp8266-1920f7.local"; +// var urlBase = "http://" + address + "/"; + +var postColorTimer = {}; +var postValueTimer = {}; + +var ignoreColorChange = false; + +var ws = new ReconnectingWebSocket('ws://' + address + ':81/', ['arduino']); +ws.debug = true; + +ws.onmessage = function(evt) { + if(evt.data != null) + { + var data = JSON.parse(evt.data); + if(data == null) return; + updateFieldValue(data.name, data.value); + } +} + +$(document).ready(function() { + $("#status").html("Connecting, please wait..."); + + $.get(urlBase + "all", function(data) { + $("#status").html("Loading, please wait..."); + + $.each(data, function(index, field) { + if (field.type == "Number") { + addNumberField(field); + } else if (field.type == "Boolean") { + addBooleanField(field); + } else if (field.type == "Select") { + addSelectField(field); + } else if (field.type == "Color") { + addColorFieldPalette(field); + addColorFieldPicker(field); + } else if (field.type == "Section") { + addSectionField(field); + } + }); + + $(".minicolors").minicolors({ + theme: "bootstrap", + changeDelay: 200, + control: "wheel", + format: "rgb", + inline: true + }); + + $("#status").html("Ready"); + }) + .fail(function(errorThrown) { + console.log("error: " + errorThrown); + }); +}); + +function addNumberField(field) { + var template = $("#numberTemplate").clone(); + + template.attr("id", "form-group-" + field.name); + template.attr("data-field-type", field.type); + + var label = template.find(".control-label"); + label.attr("for", "input-" + field.name); + label.text(field.label); + + var input = template.find(".input"); + var slider = template.find(".slider"); + slider.attr("id", "input-" + field.name); + if (field.min) { + input.attr("min", field.min); + slider.attr("min", field.min); + } + if (field.max) { + input.attr("max", field.max); + slider.attr("max", field.max); + } + if (field.step) { + input.attr("step", field.step); + slider.attr("step", field.step); + } + input.val(field.value); + slider.val(field.value); + + slider.on("change mousemove", function() { + input.val($(this).val()); + }); + + slider.on("change", function() { + var value = $(this).val(); + input.val(value); + field.value = value; + delayPostValue(field.name, value); + }); + + input.on("change", function() { + var value = $(this).val(); + slider.val(value); + field.value = value; + delayPostValue(field.name, value); + }); + + $("#form").append(template); +} + +function addBooleanField(field) { + var template = $("#booleanTemplate").clone(); + + template.attr("id", "form-group-" + field.name); + template.attr("data-field-type", field.type); + + var label = template.find(".control-label"); + label.attr("for", "btn-group-" + field.name); + label.text(field.label); + + var btngroup = template.find(".btn-group"); + btngroup.attr("id", "btn-group-" + field.name); + + var btnOn = template.find("#btnOn"); + var btnOff = template.find("#btnOff"); + + btnOn.attr("id", "btnOn" + field.name); + btnOff.attr("id", "btnOff" + field.name); + + btnOn.attr("class", field.value ? "btn btn-primary" : "btn btn-default"); + btnOff.attr("class", !field.value ? "btn btn-primary" : "btn btn-default"); + + btnOn.click(function() { + setBooleanFieldValue(field, btnOn, btnOff, 1) + }); + btnOff.click(function() { + setBooleanFieldValue(field, btnOn, btnOff, 0) + }); + + $("#form").append(template); +} + +function addSelectField(field) { + var template = $("#selectTemplate").clone(); + + template.attr("id", "form-group-" + field.name); + template.attr("data-field-type", field.type); + + var id = "input-" + field.name; + + var label = template.find(".control-label"); + label.attr("for", id); + label.text(field.label); + + var select = template.find(".form-control"); + select.attr("id", id); + + for (var i = 0; i < field.options.length; i++) { + var optionText = field.options[i]; + var option = $(""); + option.text(optionText); + option.attr("value", i); + select.append(option); + } + + select.val(field.value); + + select.change(function() { + var value = template.find("#" + id + " option:selected").index(); + postValue(field.name, value); + }); + + var previousButton = template.find(".btn-previous"); + var nextButton = template.find(".btn-next"); + + previousButton.click(function() { + var value = template.find("#" + id + " option:selected").index(); + var count = select.find("option").length; + value--; + if(value < 0) + value = count - 1; + select.val(value); + postValue(field.name, value); + }); + + nextButton.click(function() { + var value = template.find("#" + id + " option:selected").index(); + var count = select.find("option").length; + value++; + if(value >= count) + value = 0; + select.val(value); + postValue(field.name, value); + }); + + $("#form").append(template); +} + +function addColorFieldPicker(field) { + var template = $("#colorTemplate").clone(); + + template.attr("id", "form-group-" + field.name); + template.attr("data-field-type", field.type); + + var id = "input-" + field.name; + + var input = template.find(".minicolors"); + input.attr("id", id); + + if(!field.value.startsWith("rgb(")) + field.value = "rgb(" + field.value; + + if(!field.value.endsWith(")")) + field.value += ")"; + + input.val(field.value); + + var components = rgbToComponents(field.value); + + var redInput = template.find(".color-red-input"); + var greenInput = template.find(".color-green-input"); + var blueInput = template.find(".color-blue-input"); + + var redSlider = template.find(".color-red-slider"); + var greenSlider = template.find(".color-green-slider"); + var blueSlider = template.find(".color-blue-slider"); + + redInput.attr("id", id + "-red"); + greenInput.attr("id", id + "-green"); + blueInput.attr("id", id + "-blue"); + + redSlider.attr("id", id + "-red-slider"); + greenSlider.attr("id", id + "-green-slider"); + blueSlider.attr("id", id + "-blue-slider"); + + redInput.val(components.r); + greenInput.val(components.g); + blueInput.val(components.b); + + redSlider.val(components.r); + greenSlider.val(components.g); + blueSlider.val(components.b); + + redInput.on("change", function() { + var value = $("#" + id).val(); + var r = $(this).val(); + var components = rgbToComponents(value); + field.value = r + "," + components.g + "," + components.b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + redSlider.val(r); + }); + + greenInput.on("change", function() { + var value = $("#" + id).val(); + var g = $(this).val(); + var components = rgbToComponents(value); + field.value = components.r + "," + g + "," + components.b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + greenSlider.val(g); + }); + + blueInput.on("change", function() { + var value = $("#" + id).val(); + var b = $(this).val(); + var components = rgbToComponents(value); + field.value = components.r + "," + components.g + "," + b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + blueSlider.val(b); + }); + + redSlider.on("change", function() { + var value = $("#" + id).val(); + var r = $(this).val(); + var components = rgbToComponents(value); + field.value = r + "," + components.g + "," + components.b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + redInput.val(r); + }); + + greenSlider.on("change", function() { + var value = $("#" + id).val(); + var g = $(this).val(); + var components = rgbToComponents(value); + field.value = components.r + "," + g + "," + components.b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + greenInput.val(g); + }); + + blueSlider.on("change", function() { + var value = $("#" + id).val(); + var b = $(this).val(); + var components = rgbToComponents(value); + field.value = components.r + "," + components.g + "," + b; + $("#" + id).minicolors("value", "rgb(" + field.value + ")"); + blueInput.val(b); + }); + + redSlider.on("change mousemove", function() { + redInput.val($(this).val()); + }); + + greenSlider.on("change mousemove", function() { + greenInput.val($(this).val()); + }); + + blueSlider.on("change mousemove", function() { + blueInput.val($(this).val()); + }); + + input.on("change", function() { + if (ignoreColorChange) return; + + var value = $(this).val(); + var components = rgbToComponents(value); + + redInput.val(components.r); + greenInput.val(components.g); + blueInput.val(components.b); + + redSlider.val(components.r); + greenSlider.val(components.g); + blueSlider.val(components.b); + + field.value = components.r + "," + components.g + "," + components.b; + delayPostColor(field.name, components); + }); + + $("#form").append(template); +} + +function addColorFieldPalette(field) { + var template = $("#colorPaletteTemplate").clone(); + + var buttons = template.find(".btn-color"); + + var label = template.find(".control-label"); + label.text(field.label); + + buttons.each(function(index, button) { + $(button).click(function() { + var rgb = $(this).css('backgroundColor'); + var components = rgbToComponents(rgb); + + field.value = components.r + "," + components.g + "," + components.b; + postColor(field.name, components); + + ignoreColorChange = true; + var id = "#input-" + field.name; + $(id).minicolors("value", "rgb(" + field.value + ")"); + $(id + "-red").val(components.r); + $(id + "-green").val(components.g); + $(id + "-blue").val(components.b); + $(id + "-red-slider").val(components.r); + $(id + "-green-slider").val(components.g); + $(id + "-blue-slider").val(components.b); + ignoreColorChange = false; + }); + }); + + $("#form").append(template); +} + +function addSectionField(field) { + var template = $("#sectionTemplate").clone(); + + template.attr("id", "form-group-section-" + field.name); + template.attr("data-field-type", field.type); + + $("#form").append(template); +} + +function updateFieldValue(name, value) { + var group = $("#form-group-" + name); + + var type = group.attr("data-field-type"); + + if (type == "Number") { + var input = group.find(".form-control"); + input.val(value); + } else if (type == "Boolean") { + var btnOn = group.find("#btnOn" + name); + var btnOff = group.find("#btnOff" + name); + + btnOn.attr("class", value ? "btn btn-primary" : "btn btn-default"); + btnOff.attr("class", !value ? "btn btn-primary" : "btn btn-default"); + + } else if (type == "Select") { + var select = group.find(".form-control"); + select.val(value); + } else if (type == "Color") { + var input = group.find(".form-control"); + input.val("rgb(" + value + ")"); + } +}; + +function setBooleanFieldValue(field, btnOn, btnOff, value) { + field.value = value; + + btnOn.attr("class", field.value ? "btn btn-primary" : "btn btn-default"); + btnOff.attr("class", !field.value ? "btn btn-primary" : "btn btn-default"); + + postValue(field.name, field.value); +} + +function postValue(name, value) { + $("#status").html("Setting " + name + ": " + value + ", please wait..."); + + var body = { name: name, value: value }; + + $.post(urlBase + name + "?value=" + value, body, function(data) { + if (data.name != null) { + $("#status").html("Set " + name + ": " + data.name); + } else { + $("#status").html("Set " + name + ": " + data); + } + }); +} + +function delayPostValue(name, value) { + clearTimeout(postValueTimer); + postValueTimer = setTimeout(function() { + postValue(name, value); + }, 300); +} + +function postColor(name, value) { + $("#status").html("Setting " + name + ": " + value.r + "," + value.g + "," + value.b + ", please wait..."); + + var body = { name: name, r: value.r, g: value.g, b: value.b }; + + $.post(urlBase + name + "?r=" + value.r + "&g=" + value.g + "&b=" + value.b, body, function(data) { + $("#status").html("Set " + name + ": " + data); + }) + .fail(function(textStatus, errorThrown) { $("#status").html("Fail: " + textStatus + " " + errorThrown); }); +} + +function delayPostColor(name, value) { + clearTimeout(postColorTimer); + postColorTimer = setTimeout(function() { + postColor(name, value); + }, 300); +} + +function componentToHex(c) { + var hex = c.toString(16); + return hex.length == 1 ? "0" + hex : hex; +} + +function rgbToHex(r, g, b) { + return "#" + componentToHex(r) + componentToHex(g) + componentToHex(b); +} + +function rgbToComponents(rgb) { + var components = {}; + + rgb = rgb.match(/^rgb\((\d+),\s*(\d+),\s*(\d+)\)$/); + components.r = parseInt(rgb[1]); + components.g = parseInt(rgb[2]); + components.b = parseInt(rgb[3]); + + return components; +} diff --git a/data/js/bootstrap.min.js b/data/js/bootstrap.min.js new file mode 100644 index 0000000..9bcd2fc --- /dev/null +++ b/data/js/bootstrap.min.js @@ -0,0 +1,7 @@ +/*! + * Bootstrap v3.3.7 (http://getbootstrap.com) + * Copyright 2011-2016 Twitter, Inc. + * Licensed under the MIT license + */ +if("undefined"==typeof jQuery)throw new Error("Bootstrap's JavaScript requires jQuery");+function(a){"use strict";var b=a.fn.jquery.split(" ")[0].split(".");if(b[0]<2&&b[1]<9||1==b[0]&&9==b[1]&&b[2]<1||b[0]>3)throw new Error("Bootstrap's JavaScript requires jQuery version 1.9.1 or higher, but lower than version 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https://github.com/jasoncoon/esp8266-fastled-webserver - * Copyright (C) 2015 Jason Coon + * ESP8266 + FastLED + IR Remote: https://github.com/jasoncoon/esp8266-fastled-webserver + * Copyright (C) 2015-2016 Jason Coon * * This program is free software: you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by @@ -16,7 +16,7 @@ * along with this program. If not, see . */ -#include "FastLED.h" +#include FASTLED_USING_NAMESPACE extern "C" { @@ -24,13 +24,22 @@ extern "C" { } #include +#include #include +#include +#include #include #include #include #include "GradientPalettes.h" -#define RECV_PIN 12 +#define ARRAY_SIZE(A) (sizeof(A) / sizeof((A)[0])) + +#include "Field.h" + +#define HOSTNAME "ESP8266-" ///< Hostname. The setup function adds the Chip ID at the end. + +#define RECV_PIN D4 IRrecv irReceiver(RECV_PIN); #include "Commands.h" @@ -44,14 +53,18 @@ const char WiFiAPPSK[] = ""; const char* ssid = ""; const char* password = ""; -ESP8266WebServer server(80); +ESP8266WebServer webServer(80); +WebSocketsServer webSocketsServer = WebSocketsServer(81); +ESP8266HTTPUpdateServer httpUpdateServer; -#define DATA_PIN 13 // for Huzzah: Pins w/o special function: #4, #5, #12, #13, #14; // #16 does not work :( -#define LED_TYPE WS2812 -#define COLOR_ORDER GRB +#include "FSBrowser.h" + +#define DATA_PIN D7 +#define LED_TYPE WS2811 +#define COLOR_ORDER RGB #define NUM_LEDS 24 -#define MILLI_AMPS 2000 // IMPORTANT: set here the max milli-Amps of your power supply 5V 2A = 2000 +#define MILLI_AMPS 2000 // IMPORTANT: set the max milli-Amps of your power supply (4A = 4000mA) #define FRAMES_PER_SECOND 120 // here you can control the speed. With the Access Point / Web Server the animations run a bit slower. CRGB leds[NUM_LEDS]; @@ -60,14 +73,23 @@ uint8_t patternIndex = 0; const uint8_t brightnessCount = 5; uint8_t brightnessMap[brightnessCount] = { 16, 32, 64, 128, 255 }; -int brightnessIndex = 0; -uint8_t brightness = brightnessMap[brightnessIndex]; - -#define ARRAY_SIZE(A) (sizeof(A) / sizeof((A)[0])) +uint8_t brightnessIndex = 0; // ten seconds per color palette makes a good demo // 20-120 is better for deployment -#define SECONDS_PER_PALETTE 10 +uint8_t secondsPerPalette = 10; + +// COOLING: How much does the air cool as it rises? +// Less cooling = taller flames. More cooling = shorter flames. +// Default 50, suggested range 20-100 +uint8_t cooling = 49; + +// SPARKING: What chance (out of 255) is there that a new spark will be lit? +// Higher chance = more roaring fire. Lower chance = more flickery fire. +// Default 120, suggested range 50-200. +uint8_t sparking = 60; + +uint8_t speed = 30; /////////////////////////////////////////////////////////////////////// @@ -75,42 +97,107 @@ uint8_t brightness = brightnessMap[brightnessIndex]; // a count of how many there are. The actual color palette definitions // are at the bottom of this file. extern const TProgmemRGBGradientPalettePtr gGradientPalettes[]; -extern const uint8_t gGradientPaletteCount; -// Current palette number from the 'playlist' of color palettes uint8_t gCurrentPaletteNumber = 0; CRGBPalette16 gCurrentPalette( CRGB::Black); CRGBPalette16 gTargetPalette( gGradientPalettes[0] ); -uint8_t currentPatternIndex = 0; // Index number of which pattern is current -bool autoplayEnabled = false; +CRGBPalette16 IceColors_p = CRGBPalette16(CRGB::Black, CRGB::Blue, CRGB::Aqua, CRGB::White); -uint8_t autoPlayDurationSeconds = 10; -unsigned int autoPlayTimeout = 0; +uint8_t currentPatternIndex = 0; // Index number of which pattern is current +uint8_t autoplay = 0; + +uint8_t autoplayDuration = 10; +unsigned long autoPlayTimeout = 0; uint8_t gHue = 0; // rotating "base color" used by many of the patterns CRGB solidColor = CRGB::Blue; -uint8_t power = 1; +// scale the brightness of all pixels down +void dimAll(byte value) +{ + for (int i = 0; i < NUM_LEDS; i++) { + leds[i].nscale8(value); + } +} -void setup(void) { +typedef void (*Pattern)(); +typedef Pattern PatternList[]; +typedef struct { + Pattern pattern; + String name; +} PatternAndName; +typedef PatternAndName PatternAndNameList[]; + +#include "Twinkles.h" +#include "TwinkleFOX.h" + +// List of patterns to cycle through. Each is defined as a separate function below. + +PatternAndNameList patterns = { + { pride, "Pride" }, + { colorWaves, "Color Waves" }, + + // twinkle patterns + { rainbowTwinkles, "Rainbow Twinkles" }, + { snowTwinkles, "Snow Twinkles" }, + { cloudTwinkles, "Cloud Twinkles" }, + { incandescentTwinkles, "Incandescent Twinkles" }, + + // TwinkleFOX patterns + { retroC9Twinkles, "Retro C9 Twinkles" }, + { redWhiteTwinkles, "Red & White Twinkles" }, + { blueWhiteTwinkles, "Blue & White Twinkles" }, + { redGreenWhiteTwinkles, "Red, Green & White Twinkles" }, + { fairyLightTwinkles, "Fairy Light Twinkles" }, + { snow2Twinkles, "Snow 2 Twinkles" }, + { hollyTwinkles, "Holly Twinkles" }, + { iceTwinkles, "Ice Twinkles" }, + { partyTwinkles, "Party Twinkles" }, + { forestTwinkles, "Forest Twinkles" }, + { lavaTwinkles, "Lava Twinkles" }, + { fireTwinkles, "Fire Twinkles" }, + { cloud2Twinkles, "Cloud 2 Twinkles" }, + { oceanTwinkles, "Ocean Twinkles" }, + + { rainbow, "Rainbow" }, + { rainbowWithGlitter, "Rainbow With Glitter" }, + { rainbowSolid, "Solid Rainbow" }, + { confetti, "Confetti" }, + { sinelon, "Sinelon" }, + { bpm, "Beat" }, + { juggle, "Juggle" }, + { fire, "Fire" }, + { water, "Water" }, + + { showSolidColor, "Solid Color" } +}; + +const uint8_t patternCount = ARRAY_SIZE(patterns); + +#include "Fields.h" + +void setup() { Serial.begin(115200); delay(100); Serial.setDebugOutput(true); FastLED.addLeds(leds, NUM_LEDS); // for WS2812 (Neopixel) //FastLED.addLeds(leds, NUM_LEDS); // for APA102 (Dotstar) + FastLED.setDither(false); FastLED.setCorrection(TypicalLEDStrip); FastLED.setBrightness(brightness); FastLED.setMaxPowerInVoltsAndMilliamps(5, MILLI_AMPS); - fill_solid(leds, NUM_LEDS, solidColor); + fill_solid(leds, NUM_LEDS, CRGB::Black); FastLED.show(); EEPROM.begin(512); loadSettings(); + FastLED.setBrightness(brightness); + irReceiver.enableIRIn(); // Start the receiver Serial.println(); @@ -135,6 +222,25 @@ void setup(void) { Serial.printf("\n"); } + // Set Hostname. + String hostname(HOSTNAME); + hostname += String(ESP.getChipId(), HEX); + WiFi.hostname(hostname); + + char hostnameChar[hostname.length() + 1]; + memset(hostnameChar, 0, hostname.length() + 1); + + for (uint8_t i = 0; i < hostname.length(); i++) + hostnameChar[i] = hostname.charAt(i); + + MDNS.begin(hostnameChar); + + // Add service to MDNS-SD + MDNS.addService("http", "tcp", 80); + + // Print hostname. + Serial.println("Hostname: " + hostname); + if (apMode) { WiFi.mode(WIFI_AP); @@ -146,7 +252,7 @@ void setup(void) { String macID = String(mac[WL_MAC_ADDR_LENGTH - 2], HEX) + String(mac[WL_MAC_ADDR_LENGTH - 1], HEX); macID.toUpperCase(); - String AP_NameString = "ESP8266 Thing " + macID; + String AP_NameString = "ESP8266-" + macID; char AP_NameChar[AP_NameString.length() + 1]; memset(AP_NameChar, 0, AP_NameString.length() + 1); @@ -166,135 +272,174 @@ void setup(void) { if (String(WiFi.SSID()) != String(ssid)) { WiFi.begin(ssid, password); } - - while (WiFi.status() != WL_CONNECTED) { - delay(500); - Serial.print("."); } - Serial.print("Connected! Open http://"); - Serial.print(WiFi.localIP()); - Serial.println(" in your browser"); - } + httpUpdateServer.setup(&webServer); - // server.serveStatic("/", SPIFFS, "/index.htm"); // ,"max-age=86400" - - server.on("/all", HTTP_GET, []() { - sendAll(); + webServer.on("/all", HTTP_GET, []() { + String json = getFieldsJson(fields, fieldCount); + webServer.send(200, "text/json", json); }); - server.on("/power", HTTP_GET, []() { - sendPower(); + webServer.on("/fieldValue", HTTP_GET, []() { + String name = webServer.arg("name"); + String value = getFieldValue(name, fields, fieldCount); + webServer.send(200, "text/json", value); }); - server.on("/power", HTTP_POST, []() { - String value = server.arg("value"); + webServer.on("/fieldValue", HTTP_POST, []() { + String name = webServer.arg("name"); + String value = webServer.arg("value"); + String newValue = setFieldValue(name, value, fields, fieldCount); + webServer.send(200, "text/json", newValue); + }); + + webServer.on("/power", HTTP_POST, []() { + String value = webServer.arg("value"); setPower(value.toInt()); - sendPower(); + sendInt(power); }); - server.on("/solidColor", HTTP_GET, []() { - sendSolidColor(); + webServer.on("/cooling", HTTP_POST, []() { + String value = webServer.arg("value"); + cooling = value.toInt(); + broadcastInt("cooling", cooling); + sendInt(cooling); }); - server.on("/solidColor", HTTP_POST, []() { - String r = server.arg("r"); - String g = server.arg("g"); - String b = server.arg("b"); + webServer.on("/sparking", HTTP_POST, []() { + String value = webServer.arg("value"); + sparking = value.toInt(); + broadcastInt("sparking", sparking); + sendInt(sparking); + }); + + webServer.on("/speed", HTTP_POST, []() { + String value = webServer.arg("value"); + speed = value.toInt(); + broadcastInt("speed", speed); + sendInt(speed); + }); + + webServer.on("/twinkleSpeed", HTTP_POST, []() { + String value = webServer.arg("value"); + twinkleSpeed = value.toInt(); + if(twinkleSpeed < 0) twinkleSpeed = 0; + else if (twinkleSpeed > 8) twinkleSpeed = 8; + broadcastInt("twinkleSpeed", twinkleSpeed); + sendInt(twinkleSpeed); + }); + + webServer.on("/twinkleDensity", HTTP_POST, []() { + String value = webServer.arg("value"); + twinkleDensity = value.toInt(); + if(twinkleDensity < 0) twinkleDensity = 0; + else if (twinkleDensity > 8) twinkleDensity = 8; + broadcastInt("twinkleDensity", twinkleDensity); + sendInt(twinkleDensity); + }); + + webServer.on("/solidColor", HTTP_POST, []() { + String r = webServer.arg("r"); + String g = webServer.arg("g"); + String b = webServer.arg("b"); setSolidColor(r.toInt(), g.toInt(), b.toInt()); - sendSolidColor(); + sendString(String(solidColor.r) + "," + String(solidColor.g) + "," + String(solidColor.b)); }); - server.on("/pattern", HTTP_GET, []() { - sendPattern(); - }); - - server.on("/pattern", HTTP_POST, []() { - String value = server.arg("value"); + webServer.on("/pattern", HTTP_POST, []() { + String value = webServer.arg("value"); setPattern(value.toInt()); - sendPattern(); + sendInt(currentPatternIndex); }); - server.on("/patternUp", HTTP_POST, []() { - adjustPattern(true); - sendPattern(); + webServer.on("/patternName", HTTP_POST, []() { + String value = webServer.arg("value"); + setPatternName(value); + sendInt(currentPatternIndex); }); - server.on("/patternDown", HTTP_POST, []() { - adjustPattern(false); - sendPattern(); - }); - - server.on("/brightness", HTTP_GET, []() { - sendBrightness(); - }); - - server.on("/brightness", HTTP_POST, []() { - String value = server.arg("value"); + webServer.on("/brightness", HTTP_POST, []() { + String value = webServer.arg("value"); setBrightness(value.toInt()); - sendBrightness(); + sendInt(brightness); }); - server.on("/brightnessUp", HTTP_POST, []() { - adjustBrightness(true); - sendBrightness(); + webServer.on("/autoplay", HTTP_POST, []() { + String value = webServer.arg("value"); + setAutoplay(value.toInt()); + sendInt(autoplay); }); - server.on("/brightnessDown", HTTP_POST, []() { - adjustBrightness(false); - sendBrightness(); + webServer.on("/autoplayDuration", HTTP_POST, []() { + String value = webServer.arg("value"); + setAutoplayDuration(value.toInt()); + sendInt(autoplayDuration); }); - server.serveStatic("/index.htm", SPIFFS, "/index.htm"); - server.serveStatic("/fonts", SPIFFS, "/fonts", "max-age=86400"); - server.serveStatic("/js", SPIFFS, "/js"); - server.serveStatic("/css", SPIFFS, "/css", "max-age=86400"); - server.serveStatic("/images", SPIFFS, "/images", "max-age=86400"); - server.serveStatic("/", SPIFFS, "/index.htm"); + //list directory + webServer.on("/list", HTTP_GET, handleFileList); + //load editor + webServer.on("/edit", HTTP_GET, []() { + if (!handleFileRead("/edit.htm")) webServer.send(404, "text/plain", "FileNotFound"); + }); + //create file + webServer.on("/edit", HTTP_PUT, handleFileCreate); + //delete file + webServer.on("/edit", HTTP_DELETE, handleFileDelete); + //first callback is called after the request has ended with all parsed arguments + //second callback handles file uploads at that location + webServer.on("/edit", HTTP_POST, []() { + webServer.send(200, "text/plain", ""); + }, handleFileUpload); - server.begin(); + webServer.serveStatic("/", SPIFFS, "/", "max-age=86400"); - Serial.println("HTTP server started"); + webServer.begin(); + Serial.println("HTTP web server started"); - autoPlayTimeout = millis() + (autoPlayDurationSeconds * 1000); + webSocketsServer.begin(); + webSocketsServer.onEvent(webSocketEvent); + Serial.println("Web socket server started"); + + autoPlayTimeout = millis() + (autoplayDuration * 1000); } -typedef void (*Pattern)(); -typedef Pattern PatternList[]; -typedef struct { - Pattern pattern; - String name; -} PatternAndName; -typedef PatternAndName PatternAndNameList[]; +void sendInt(uint8_t value) +{ + sendString(String(value)); +} -// List of patterns to cycle through. Each is defined as a separate function below. -PatternAndNameList patterns = { - { colorwaves, "Color Waves" }, - { palettetest, "Palette Test" }, - { pride, "Pride" }, - { rainbow, "Rainbow" }, - { rainbowWithGlitter, "Rainbow With Glitter" }, - { confetti, "Confetti" }, - { sinelon, "Sinelon" }, - { juggle, "Juggle" }, - { bpm, "BPM" }, - { showSolidColor, "Solid Color" }, -}; +void sendString(String value) +{ + webServer.send(200, "text/plain", value); +} -const uint8_t patternCount = ARRAY_SIZE(patterns); +void broadcastInt(String name, uint8_t value) +{ + String json = "{\"name\":\"" + name + "\",\"value\":" + String(value) + "}"; + webSocketsServer.broadcastTXT(json); +} -void loop(void) { +void broadcastString(String name, String value) +{ + String json = "{\"name\":\"" + name + "\",\"value\":\"" + String(value) + "\"}"; + webSocketsServer.broadcastTXT(json); +} + +void loop() { // Add entropy to random number generator; we use a lot of it. random16_add_entropy(random(65535)); - server.handleClient(); + webSocketsServer.loop(); + webServer.handleClient(); handleIrInput(); if (power == 0) { fill_solid(leds, NUM_LEDS, CRGB::Black); FastLED.show(); - FastLED.delay(15); + // FastLED.delay(15); return; } @@ -302,24 +447,25 @@ void loop(void) { // Serial.print( F("Heap: ") ); Serial.println(system_get_free_heap_size()); // } - EVERY_N_MILLISECONDS( 20 ) { + // change to a new cpt-city gradient palette + EVERY_N_SECONDS( secondsPerPalette ) { + gCurrentPaletteNumber = addmod8( gCurrentPaletteNumber, 1, gGradientPaletteCount); + gTargetPalette = gGradientPalettes[ gCurrentPaletteNumber ]; + +// paletteIndex = addmod8( paletteIndex, 1, paletteCount); +// targetPalette = palettes[paletteIndex]; + } + + EVERY_N_MILLISECONDS(40) { + // slowly blend the current palette to the next + nblendPaletteTowardPalette( gCurrentPalette, gTargetPalette, 8); +// nblendPaletteTowardPalette(currentPalette, targetPalette, 16); gHue++; // slowly cycle the "base color" through the rainbow } - // change to a new cpt-city gradient palette - EVERY_N_SECONDS( SECONDS_PER_PALETTE ) { - gCurrentPaletteNumber = addmod8( gCurrentPaletteNumber, 1, gGradientPaletteCount); - gTargetPalette = gGradientPalettes[ gCurrentPaletteNumber ]; - } - - // slowly blend the current cpt-city gradient palette to the next - EVERY_N_MILLISECONDS(40) { - nblendPaletteTowardPalette( gCurrentPalette, gTargetPalette, 16); - } - - if (autoplayEnabled && millis() > autoPlayTimeout) { + if (autoplay && (millis() > autoPlayTimeout)) { adjustPattern(true); - autoPlayTimeout = millis() + (autoPlayDurationSeconds * 1000); + autoPlayTimeout = millis() + (autoplayDuration * 1000); } // Call the current pattern function once, updating the 'leds' array @@ -328,12 +474,49 @@ void loop(void) { FastLED.show(); // insert a delay to keep the framerate modest - FastLED.delay(1000 / FRAMES_PER_SECOND); + // FastLED.delay(1000 / FRAMES_PER_SECOND); +} + +void webSocketEvent(uint8_t num, WStype_t type, uint8_t * payload, size_t length) { + + switch (type) { + case WStype_DISCONNECTED: + Serial.printf("[%u] Disconnected!\n", num); + break; + + case WStype_CONNECTED: + { + IPAddress ip = webSocketsServer.remoteIP(num); + Serial.printf("[%u] Connected from %d.%d.%d.%d url: %s\n", num, ip[0], ip[1], ip[2], ip[3], payload); + + // send message to client + // webSocketsServer.sendTXT(num, "Connected"); + } + break; + + case WStype_TEXT: + Serial.printf("[%u] get Text: %s\n", num, payload); + + // send message to client + // webSocketsServer.sendTXT(num, "message here"); + + // send data to all connected clients + // webSocketsServer.broadcastTXT("message here"); + break; + + case WStype_BIN: + Serial.printf("[%u] get binary length: %u\n", num, length); + hexdump(payload, length); + + // send message to client + // webSocketsServer.sendBIN(num, payload, lenght); + break; + } } void handleIrInput() { - InputCommand command = readCommand(defaultHoldDelay); + InputCommand command = readCommand(); if (command != InputCommand::None) { Serial.print("command: "); @@ -350,7 +533,7 @@ void handleIrInput() break; } case InputCommand::Power: { - power = power == 0 ? 1 : 0; + setPower(power == 0 ? 1 : 0); break; } case InputCommand::BrightnessUp: { @@ -362,7 +545,7 @@ void handleIrInput() break; } case InputCommand::PlayMode: { // toggle pause/play - autoplayEnabled = !autoplayEnabled; + setAutoplay(!autoplay); break; } @@ -559,78 +742,43 @@ void loadSettings() { solidColor = CRGB(r, g, b); } -} -void sendAll() -{ - String json = "{"; + power = EEPROM.read(5); - json += "\"power\":" + String(power) + ","; - json += "\"brightness\":" + String(brightness) + ","; - - json += "\"currentPattern\":{"; - json += "\"index\":" + String(currentPatternIndex); - json += ",\"name\":\"" + patterns[currentPatternIndex].name + "\"}"; - - json += ",\"solidColor\":{"; - json += "\"r\":" + String(solidColor.r); - json += ",\"g\":" + String(solidColor.g); - json += ",\"b\":" + String(solidColor.b); - json += "}"; - - json += ",\"patterns\":["; - for (uint8_t i = 0; i < patternCount; i++) - { - json += "\"" + patterns[i].name + "\""; - if (i < patternCount - 1) - json += ","; - } - json += "]"; - - json += "}"; - - server.send(200, "text/json", json); - json = String(); -} - -void sendPower() -{ - String json = String(power); - server.send(200, "text/json", json); - json = String(); -} - -void sendPattern() -{ - String json = "{"; - json += "\"index\":" + String(currentPatternIndex); - json += ",\"name\":\"" + patterns[currentPatternIndex].name + "\""; - json += "}"; - server.send(200, "text/json", json); - json = String(); -} - -void sendBrightness() -{ - String json = String(brightness); - server.send(200, "text/json", json); - json = String(); -} - -void sendSolidColor() -{ - String json = "{"; - json += "\"r\":" + String(solidColor.r); - json += ",\"g\":" + String(solidColor.g); - json += ",\"b\":" + String(solidColor.b); - json += "}"; - server.send(200, "text/json", json); - json = String(); + autoplay = EEPROM.read(6); + autoplayDuration = EEPROM.read(7); } void setPower(uint8_t value) { power = value == 0 ? 0 : 1; + + EEPROM.write(5, power); + EEPROM.commit(); + + broadcastInt("power", power); +} + +void setAutoplay(uint8_t value) + { + autoplay = value == 0 ? 0 : 1; + + EEPROM.write(6, autoplay); + EEPROM.commit(); + + broadcastInt("autoplay", autoplay); +} + +void setAutoplayDuration(uint8_t value) +{ + autoplayDuration = value; + + EEPROM.write(7, autoplayDuration); + EEPROM.commit(); + + autoPlayTimeout = millis() + (autoplayDuration * 1000); + + broadcastInt("autoplayDuration", autoplayDuration); } void setSolidColor(CRGB color) @@ -645,8 +793,11 @@ void setSolidColor(uint8_t r, uint8_t g, uint8_t b) EEPROM.write(2, r); EEPROM.write(3, g); EEPROM.write(4, b); + EEPROM.commit(); setPattern(patternCount - 1); + + broadcastString("color", String(solidColor.r) + "," + String(solidColor.g) + "," + String(solidColor.b)); } // increase or decrease the current pattern number, and wrap around at the ends @@ -665,47 +816,52 @@ void adjustPattern(bool up) EEPROM.write(1, currentPatternIndex); EEPROM.commit(); + + broadcastInt("pattern", currentPatternIndex); } -void setPattern(int value) +void setPattern(uint8_t value) { - // don't wrap around at the ends - if (value < 0) - value = 0; - else if (value >= patternCount) + if (value >= patternCount) value = patternCount - 1; currentPatternIndex = value; EEPROM.write(1, currentPatternIndex); EEPROM.commit(); + + broadcastInt("pattern", currentPatternIndex); +} + +void setPatternName(String name) +{ + for(uint8_t i = 0; i < patternCount; i++) { + if(patterns[i].name == name) { + setPattern(i); + break; + } + } } -// adjust the brightness, and wrap around at the ends void adjustBrightness(bool up) { - if (up) + if (up && brightnessIndex < brightnessCount - 1) brightnessIndex++; - else + else if (!up && brightnessIndex > 0) brightnessIndex--; - // wrap around at the ends - if (brightnessIndex < 0) - brightnessIndex = brightnessCount - 1; - else if (brightnessIndex >= brightnessCount) - brightnessIndex = 0; - brightness = brightnessMap[brightnessIndex]; FastLED.setBrightness(brightness); EEPROM.write(0, brightness); EEPROM.commit(); + + broadcastInt("brightness", brightness); } -void setBrightness(int value) +void setBrightness(uint8_t value) { - // don't wrap around at the ends if (value > 255) value = 255; else if (value < 0) value = 0; @@ -716,6 +872,24 @@ void setBrightness(int value) EEPROM.write(0, brightness); EEPROM.commit(); + + broadcastInt("brightness", brightness); +} + +void strandTest() +{ + static uint8_t i = 0; + + EVERY_N_SECONDS(1) + { + i++; + if (i >= NUM_LEDS) + i = 0; + } + + fill_solid(leds, NUM_LEDS, CRGB::Black); + + leds[i] = solidColor; } void showSolidColor() @@ -723,10 +897,12 @@ void showSolidColor() fill_solid(leds, NUM_LEDS, solidColor); } +// Patterns from FastLED example DemoReel100: https://github.com/FastLED/FastLED/blob/master/examples/DemoReel100/DemoReel100.ino + void rainbow() { // FastLED's built-in rainbow generator - fill_rainbow( leds, NUM_LEDS, gHue, 10); + fill_rainbow( leds, NUM_LEDS, gHue, 255 / NUM_LEDS); } void rainbowWithGlitter() @@ -736,11 +912,9 @@ void rainbowWithGlitter() addGlitter(80); } -void addGlitter( fract8 chanceOfGlitter) +void rainbowSolid() { - if ( random8() < chanceOfGlitter) { - leds[ random16(NUM_LEDS) ] += CRGB::White; - } + fill_solid(leds, NUM_LEDS, CHSV(gHue, 255, 255)); } void confetti() @@ -755,37 +929,74 @@ void sinelon() { // a colored dot sweeping back and forth, with fading trails fadeToBlackBy( leds, NUM_LEDS, 20); - int pos = beatsin16(13, 0, NUM_LEDS - 1); - leds[pos] += CHSV( gHue, 255, 192); + int pos = beatsin16(speed, 0, NUM_LEDS); + static int prevpos = 0; + if( pos < prevpos ) { + fill_solid( leds+pos, (prevpos-pos)+1, CHSV(gHue,220,255)); + } else { + fill_solid( leds+prevpos, (pos-prevpos)+1, CHSV( gHue,220,255)); + } + prevpos = pos; } void bpm() { // colored stripes pulsing at a defined Beats-Per-Minute (BPM) - uint8_t BeatsPerMinute = 62; - CRGBPalette16 palette = PartyColors_p; - uint8_t beat = beatsin8( BeatsPerMinute, 64, 255); - for ( int i = 0; i < NUM_LEDS; i++) { //9948 - leds[i] = ColorFromPalette(palette, gHue + (i * 2), beat - gHue + (i * 10)); + uint8_t beat = beatsin8( speed, 64, 255); + for ( int i = 0; i < NUM_LEDS; i++) { + leds[i] = ColorFromPalette(gCurrentPalette, gHue + (i * 2), beat - gHue + (i * 10)); } } void juggle() { - // eight colored dots, weaving in and out of sync with each other - fadeToBlackBy( leds, NUM_LEDS, 20); - byte dothue = 0; - for ( int i = 0; i < 8; i++) - { - leds[beatsin16(i + 7, 0, NUM_LEDS)] |= CHSV(dothue, 200, 255); - dothue += 32; + static uint8_t numdots = 4; // Number of dots in use. + static uint8_t faderate = 2; // How long should the trails be. Very low value = longer trails. + static uint8_t hueinc = 255 / numdots - 1; // Incremental change in hue between each dot. + static uint8_t thishue = 0; // Starting hue. + static uint8_t curhue = 0; // The current hue + static uint8_t thissat = 255; // Saturation of the colour. + static uint8_t thisbright = 255; // How bright should the LED/display be. + static uint8_t basebeat = 5; // Higher = faster movement. + + static uint8_t lastSecond = 99; // Static variable, means it's only defined once. This is our 'debounce' variable. + uint8_t secondHand = (millis() / 1000) % 30; // IMPORTANT!!! Change '30' to a different value to change duration of the loop. + + if (lastSecond != secondHand) { // Debounce to make sure we're not repeating an assignment. + lastSecond = secondHand; + switch (secondHand) { + case 0: numdots = 1; basebeat = 20; hueinc = 16; faderate = 2; thishue = 0; break; // You can change values here, one at a time , or altogether. + case 10: numdots = 4; basebeat = 10; hueinc = 16; faderate = 8; thishue = 128; break; + case 20: numdots = 8; basebeat = 3; hueinc = 0; faderate = 8; thishue = random8(); break; // Only gets called once, and not continuously for the next several seconds. Therefore, no rainbows. + case 30: break; + } + } + + // Several colored dots, weaving in and out of sync with each other + curhue = thishue; // Reset the hue values. + fadeToBlackBy(leds, NUM_LEDS, faderate); + for ( int i = 0; i < numdots; i++) { + //beat16 is a FastLED 3.1 function + leds[beatsin16(basebeat + i + numdots, 0, NUM_LEDS)] += CHSV(gHue + curhue, thissat, thisbright); + curhue += hueinc; } } +void fire() +{ + heatMap(HeatColors_p, true); +} + +void water() + { + heatMap(IceColors_p, false); + } + // Pride2015 by Mark Kriegsman: https://gist.github.com/kriegsman/964de772d64c502760e5 // This function draws rainbows with an ever-changing, // widely-varying set of parameters. -void pride() { +void pride() +{ static uint16_t sPseudotime = 0; static uint16_t sLastMillis = 0; static uint16_t sHue16 = 0; @@ -818,14 +1029,102 @@ void pride() { CRGB newcolor = CHSV( hue8, sat8, bri8); - nblend(leds[i], newcolor, 64); + uint16_t pixelnumber = i; + pixelnumber = (NUM_LEDS - 1) - pixelnumber; + + nblend( leds[pixelnumber], newcolor, 64); } } +void radialPaletteShift() +{ + for (uint8_t i = 0; i < NUM_LEDS; i++) { + // leds[i] = ColorFromPalette( gCurrentPalette, gHue + sin8(i*16), brightness); + leds[i] = ColorFromPalette(gCurrentPalette, i + gHue, 255, LINEARBLEND); + } +} + +// based on FastLED example Fire2012WithPalette: https://github.com/FastLED/FastLED/blob/master/examples/Fire2012WithPalette/Fire2012WithPalette.ino +void heatMap(CRGBPalette16 palette, bool up) +{ + fill_solid(leds, NUM_LEDS, CRGB::Black); + + // Add entropy to random number generator; we use a lot of it. + random16_add_entropy(random(256)); + + // Array of temperature readings at each simulation cell + static byte heat[256]; + + byte colorindex; + + // Step 1. Cool down every cell a little + for ( uint16_t i = 0; i < NUM_LEDS; i++) { + heat[i] = qsub8( heat[i], random8(0, ((cooling * 10) / NUM_LEDS) + 2)); + } + + // Step 2. Heat from each cell drifts 'up' and diffuses a little + for ( uint16_t k = NUM_LEDS - 1; k >= 2; k--) { + heat[k] = (heat[k - 1] + heat[k - 2] + heat[k - 2] ) / 3; + } + + // Step 3. Randomly ignite new 'sparks' of heat near the bottom + if ( random8() < sparking ) { + int y = random8(7); + heat[y] = qadd8( heat[y], random8(160, 255) ); + } + + // Step 4. Map from heat cells to LED colors + for ( uint16_t j = 0; j < NUM_LEDS; j++) { + // Scale the heat value from 0-255 down to 0-240 + // for best results with color palettes. + colorindex = scale8(heat[j], 190); + + CRGB color = ColorFromPalette(palette, colorindex); + + if (up) { + leds[j] = color; + } + else { + leds[(NUM_LEDS - 1) - j] = color; + } + } +} + +void addGlitter( uint8_t chanceOfGlitter) +{ + if ( random8() < chanceOfGlitter) { + leds[ random16(NUM_LEDS) ] += CRGB::White; + } +} + +/////////////////////////////////////////////////////////////////////// + +// Forward declarations of an array of cpt-city gradient palettes, and +// a count of how many there are. The actual color palette definitions +// are at the bottom of this file. +extern const TProgmemRGBGradientPalettePtr gGradientPalettes[]; +extern const uint8_t gGradientPaletteCount; + +uint8_t beatsaw8( accum88 beats_per_minute, uint8_t lowest = 0, uint8_t highest = 255, + uint32_t timebase = 0, uint8_t phase_offset = 0) +{ + uint8_t beat = beat8( beats_per_minute, timebase); + uint8_t beatsaw = beat + phase_offset; + uint8_t rangewidth = highest - lowest; + uint8_t scaledbeat = scale8( beatsaw, rangewidth); + uint8_t result = lowest + scaledbeat; + return result; +} + +void colorWaves() +{ + colorwaves( leds, NUM_LEDS, gCurrentPalette); +} + // ColorWavesWithPalettes by Mark Kriegsman: https://gist.github.com/kriegsman/8281905786e8b2632aeb // This function draws color waves with an ever-changing, // widely-varying set of parameters, using a color palette. -void colorwaves() +void colorwaves( CRGB* ledarray, uint16_t numleds, CRGBPalette16& palette) { static uint16_t sPseudotime = 0; static uint16_t sLastMillis = 0; @@ -846,7 +1145,7 @@ void colorwaves() sHue16 += deltams * beatsin88( 400, 5, 9); uint16_t brightnesstheta16 = sPseudotime; - for ( uint16_t i = 0 ; i < NUM_LEDS; i++) { + for ( uint16_t i = 0 ; i < numleds; i++) { hue16 += hueinc16; uint8_t hue8 = hue16 / 256; uint16_t h16_128 = hue16 >> 7; @@ -867,18 +1166,20 @@ void colorwaves() //index = triwave8( index); index = scale8( index, 240); - CRGB newcolor = ColorFromPalette(gCurrentPalette, index, bri8); + CRGB newcolor = ColorFromPalette( palette, index, bri8); - nblend(leds[i], newcolor, 128); + uint16_t pixelnumber = i; + pixelnumber = (numleds - 1) - pixelnumber; + + nblend( ledarray[pixelnumber], newcolor, 128); } } // Alternate rendering function just scrolls the current palette // across the defined LED strip. -void palettetest() +void palettetest( CRGB* ledarray, uint16_t numleds, const CRGBPalette16& gCurrentPalette) { static uint8_t startindex = 0; startindex--; - fill_palette( leds, NUM_LEDS, startindex, (256 / NUM_LEDS) + 1, gCurrentPalette, 255, LINEARBLEND); + fill_palette( ledarray, numleds, startindex, (256 / NUM_LEDS) + 1, gCurrentPalette, 255, LINEARBLEND); } - diff --git a/web-app-simple-thumb.png b/web-app-simple-thumb.png new file mode 100644 index 0000000..f6749f8 Binary files /dev/null and b/web-app-simple-thumb.png differ diff --git a/web-app-simple.png b/web-app-simple.png new file mode 100644 index 0000000..5925449 Binary files /dev/null and b/web-app-simple.png differ diff --git a/web-app-thumb.png b/web-app-thumb.png new file mode 100644 index 0000000..528f93f Binary files /dev/null and b/web-app-thumb.png differ diff --git a/web-app.png b/web-app.png new file mode 100644 index 0000000..2de32f1 Binary files /dev/null and b/web-app.png differ