Joshua on Hacking The RF Protocol Of An Obscure Handheld Game.sjm4306 on Pocket Radio Powered By Tiny Microcontroller.Petter Olofsson on Headphone Cable Trouble Inspires Bluetooth Conversion. ![]() Gravis on Pico Makes Capable Logic Analyzer.no on Pico Makes Capable Logic Analyzer.Lewis on Companies Rumored To Harvest Washing Machines For ICs.Unraveling The Hackaday Podcast Hidden Message 5 Comments So while that 64 byte table may handle over 90% of the Morse characters transmitted on the air, it will miss some important ones. More of the common prosigns are listed on Wikipedia Though it’s written with three letters, it is sent on the air as one long character, with no space between the dots and dashes. At nine elements, perhaps the longest prosign is also the most commonly known one, SOS. That’s seven symbols, -…-.- A sequence of eight dots is the “telegrapher’s backspace”, in other words, it means that there was an error in the previous word or letter. ![]() There are quite a few prosigns in common use that are composed of double characters with no space in between them - for example, BK, (meaning roughly “over”, or “It’s your turn to send” is formed with an B and K stuck together with no space. The question mark, period, and comma are all six elements long. The letters and digits in Morse are all five or fewer elements, but several common symbols are longer than that. Posted in Microcontrollers, Radio Hacks Tagged algorithm, arduino, Decode, dsp, lookup table, morse code, nano Post navigation Before you jump all over this one, realize that Magic Morse uses a different technique. Have you heard of this technique before? If so, tell us about it in the comments below. Repeat until a letter separator is reached, at that point the index inside the lookup string will point to the ASCII corresponding to the decoded morse. At every received element (dot or dash) halve the initial dash jump and then increase by 1 the index inside the lookup string if a dot was received and by dash jump size if a dash was received. Have an index inside the lookup string inizialied to zero. ![]() The algorithm can be decribed as follows. Below is a concise description of how the algorithm works but make sure you take the time to read project description in its entirety. This provides enough room for A-Z and 0-9 without chance of collision but could be expanded to allow for more characters. What makes this really stand out is a brilliant algorithm that allows conversion from Morse to ASCII using a lookup table of only 64 bytes. We think project is well worth featuring simply based on his explanation of the Digital Signal Processing used on the signal coming in from the microphone. This one takes a tack and builds an automatic decoder. Often the Morse Code centered projects that we feature are to help you practice transmitting messages.
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