At the bottom of this post is the Arduino sketch you can use with the IRremote.h library. This library is used to send infrared light used on remote controls for television and video recorders and such. Interestingly the Siemens radio heating control uses the same encoding for its radio signal.
The structure of the radio signal is thus.
![](data:image/png;base64,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)
There are two sets of pulses. The first of the left is 32 bits is Infrared Sony encoded information. This is explained further here. The 32 + 32 bit data is sent 4 times in a row. I guess for redundancy and reliability. I found also if its only sent once it does not work. So 64 bits x 4 pulses are necessary.
http://www.righto.com/2010/03/understanding-sony-ir-remote-codes-lirc.html
the library IRremote does have an API sendSONY but I found it does not work for my purposes here, because the frequency passed in the library did not fit my frequency. So I used the SendRaw() function. I also defined my own one bit and zero bit and repeated them according to the array.
I have noticed the first set of 32 bits is always the same and it related to the second set. Its related in a way that is quite interesting. Its the original 32 bits but inverted (not gated).
I have found its inverted except for 2 bits. Bits 9 and 32. This bit inversion defines whether the signal being sent is on or off. You can see this from my code below.
To get this code working on your own heater. You probably will need to change the bits that are sent here and there. As they are all unique for “security” sake. There are also dip switched to change the identity. You can record the signal from your timer with a 433 Mhz receiver via your sound card. Then interpret the ones and zeros for off and put it in the heating_code_second array. This stores the off signal. Then the array inverts the necessary bits to make the signal on. The whole command for the Arduino code accepts a 1 for on and 0 for off over the serial link.
To interface the Arduino to the radio one needs a 433Mhz transmitter and receiver pair. The receiver can be used to record the signal from the original siemens transmitter into audacity. Then run the sketch below to check it matches your out put.
![IMG_20150218_142414073](https://cordell.org.uk/wp-content/uploads/2015/02/IMG_20150218_142414073-150x150.jpg)
/*
* IRremote: IRsendDemo - demonstrates sending IR codes with IRsend
* An IR LED/radio transmitter must be connected to Arduino PWM pin 3.
* Version 0.1 July, 2009
* Copyright 2009 Ken Shirriff
* http://arcfn.com
*/
#include <IRremote.h>
IRsend irsend;
// just added my own array for the raw signal
unsigned int digitalOne[4] = {0,820,370,0};
unsigned int radio_preamble_a[3] = {4800,820,0};
unsigned int radio_preamble_b[3] = {4800,0,0};
unsigned int digitalZero[4] = {0,200,370,0};
//off
unsigned int heating_code_first[33];
const unsigned int heating_code_second[33] =
{1,0,0,1,0,1,0,1,0,1,0,0,1,1,1,1,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0};
String inputString = ""; // a string to hold incoming data
boolean stringComplete = false; // whether the string is completevoid
setup() {
Serial.begin(9600);
}
void loop() {// altered the code just to send/test my raw code
if (stringComplete) {
Serial.println(inputString);
// clear the string:
unsigned int input_num = inputString.toInt();
inputString = "";
stringComplete = false;
unsigned int i=0;
for (i=0;i < 33;i++) {
heating_code_first[i] = heating_code_second[i];
}
if (input_num == 1) {//heating off
//Serial.write("Heating on bit inversion");
if (heating_code_first[32] == 0) {
heating_code_first[32] =1;
} else {
heating_code_first[32] =0;
}
if (heating_code_first[9] == 0) {
heating_code_first[9] =1;
} else {
heating_code_first[9] =0;
}
}
unsigned int pulse_count=0;
for (pulse_count=0;pulse_count < 4;pulse_count++) {
int bit_count =0;
irsend.sendRaw(radio_preamble_b,3,40);
for (bit_count=0;bit_count < 33;bit_count++) {
if (heating_code_first[bit_count] == 1) {
irsend.sendRaw(digitalOne,4,40);
} else {
irsend.sendRaw(digitalZero,4,40);
}
}
delay(28);//Big delay between two pulses.
irsend.sendRaw(radio_preamble_a,3,40);
for (bit_count=0;bit_count < 33;bit_count++) {
if (heating_code_first[bit_count] == 0) {
irsend.sendRaw(digitalOne,4,40);
} else {
irsend.sendRaw(digitalZero,4,40);
}
}
delay(15);
}
//Serial.println("Done");
}
//delay(2000);
serialEvent();
}//close main loop
void serialEvent() {
while (Serial.available()) {
// get the new byte:
char inChar = (char)Serial.read();
// add it to the inputString:
inputString += inChar;
// if the incoming character is a newline, set a flag
// so the main loop can do something about it:
if (inChar == '\n') {
stringComplete = true;
}
}
}