Home - Techniek - Electronica - Radiotechniek - Radio amateur bladen - Ham radio - Decoding data signals
Algorithm improves teletype™ performance in noisy environment
Increasing numbers of Amateurs are involved in data communications. On VHF, many hams use fm transmitters to broadcast via Audio Frequency Shift Keying (AFSK). Direct FS K is the normal mode of transmission on hf.
In the absence of fm, hf data transmission is particularly sensitive to noise - especially at the higher data rates. Packet radio, even with its automatic error correction, is affected by high noise sensitivity. This results in frequent retransmission of packets, slowing the data transmission rate. Packet ensures the information will be correctly received eventually. I thought it was possible to do better and looked into ways to minimize this sensitivity.
Hardware fixes
Fig 1 - Waveform rendition of the letter "R" at various system locations.
An obvious way to improve noise rejection is to modify the hardware used to convert audio signals into pulses for the computer or TTY. Line A of fig. 1 shows the pulses transmitted to send the letter "R" in Baudot. Figure 2 is a block diagram of a typical demodulator, similar to the ST-5 or the demodulator used in the PK-232. It consists of a limiter followed by a bandpass filter that removes all signals above and below the mark and space tones. A linear discriminator converts the frequency shift information to varying dc levels. The "slicer", a high-gain comparator, converts the discriminator output levels to discrete pulses which can be used to key a TTY or computer. The circuit is vulnerable to interference from spurious signals between the mark and space frequencies.
Fig 2 - Typical RTTY demodulator.
Figure 3 shows an improved demodulator. It uses separate filters to select the distinct mark and space frequencies, reducing the vulnerability to spurious signals and improving the signal to noise ratio. Other hardware improvements are possible but difficult, so I turned to improving the computer.
Fig 3 - Improved RTTY demodulator.
Software solutions
Fig 4 - Serial to parallel decoding algorithm.
The flow chart in fig. 4 shows how computer programs convert serial data to parallel information for storage and display. The input line is sampled at a rate that is a multiple of the bit rate. For this example, I've chosen a factor of 7. The computer samples the input for a start pulse. If one is present, the computer waits for one-half of the bit time and samples again. If the start bit is still there, the computer accepts this as a valid start pulse rather than noise. Delaying half a bit time puts the sample window near the center of each bit. The computer now delays a whole bit time and samples the input line for the first bit. After another full bit time delay, the computer gets the next bit. This continues until the last bit has been received and the entire character has been assembled. The character is now placed in a buffer to be stored, processed, or displayed. In fig. 1, line B shows the sample window. It is shown as a spike because it is so much shorter than the bit time (typically a few microseconds). Line C shows the data as the computer receives it - displaced by one-half bit time. The original pulse relationships and timing are maintained despite the delay. This sampling method resembles that used by hardware serial to parallel converters (ACIAs) like the 6551 and 6850.
Ina noise-free system, the pulses emerging from the demodulator are identical to the original. In a noisy environment, the demodulator's discriminator contains noise which can corrupt the slicer's output (even though it's low-pass filtered). Line G of fig. 1 shows the slicer output, and line H shows what the computer sees - an incorrect character which occurs because the computer looks at such a small window of the total bit time. A single noise pulse can corrupt the data, even though most of the bit is intact. Most Amateur systems waste time between samples; it is possible to use this time to make the computer smarter.
Figure 5 shows a flow chart for an improved algorithm. Initially, the computer takes seven samples per bit time, looking for a start pulse. When it detects a possible start bit, the computer waits two sample periods and takes another sample. (The delay prevents framing errors.) This pattern continues until three samples have been made. If two or three of the samples indicate that a start bit was present, a valid start is assumed. If not, the computer reverts to sampling each sample period in search of a start bit.
Fig 5 - Improved algorithm.
When a valid start bit is detected, the computer waits three sample periods and makes the first sample in the first bit. Three samples are taken per bit, with a delay of two periods between stored samples. After the samples for each bit have been collected, it is determined if the bit was a zero or a one. (I've chosen a simple majority of samples scheme; more sophisticated methods are possible.) This continues until all bits have been received and the character is stored in the buffer. Line I of fig.1 shows the revised sampling process; line J shows what the computer sees, given the noisy signal shown in lines F and G. Line K shows how the sample results are interpreted, and line L shows the results of the majority of samples. Line M shows the correctly reconstructed pulse train. Obviously, this process is not perfect. A long noise pulse which corrupts several samples within a bit can still corrupt the entire character.
This generic process can be enhanced in several ways. More samples per bit time yield greater noise immunity. The upper limit is determined by the amount of other processing your machine needs to do between samples.
You may wish to sample five times per bit at each sample period instead of every other sample period.
Although I've demonstrated the concept using Baudot code, the data can be simple ASCII or any other serial format. As mentioned earlier, using this process in a packet or AMTOR system can improve throughput by reducing the number of error-related retransmissions.
Implementation
How do you put this to use in your system? The timing involved is too fast and critical for interpreted languages like BASIC. I used assembly language for the 6809 microprocessor with 21 samples per bit. (See fig. 6.) A compiled language like C will probably work as well, depending on the speed of your machine and the efficiency of your compiler. While I don't have the test equipment to make quantitative comparisons, on-theair tests show that the "smart" algorithm is a noticeable improvement over a more conventional scheme.
Fig 6 - Assembly language decoding algorithm for the 6809 microprocessor.
00100 ########################################### 00115 # SMART DEMODULATION ALGORITHM # 00125 # THIS INTERRUPT ROUTINE IS DESIGNED # 00135 # TO BE CALLED 21 TIMES PER BIT TIME # 00145 # IT ASSEMBLES THE RECEIVED CHARACTER # 00155 # AND STORES IT IN A BUFFER. BETWEEN # 00165 # INTERRRUPTS THE MAIN PROGRAM CAN GET # 00175 # THE CHARACTER AND DISPLAY IT. NOTE # 00185 # THAT A BADDOT CHARACTER WILL BE # 00195 # AS SENT, AND LEFT JUSTIFIED. THE MAN # 00205 # PROGRAM MUST SHIFT THE CHARACTER INTO # 00206 # THE LSB'S AND TRANSLATE TO ASCII FOR # 00207 # STORAGE. (USE A TRANSLATION TABLE.) # 00208 # COPYRIGHT 1987 BY JAMES A. SANFORD # 00209 # WB4GCS/NNNOHDF # 00210 ########################################### 00220 00221 #WRITTEN IN 6809 ASSEMBLY LANGUAGE # 00222 #INCOMING DATA RECEIVED AT SFF22, BIT 0 # 00250 00300 SZIN EQU $100 00310 SZOUT EOU $100 00360 BITS RMB 1 BITS/WORD INCLUDING STARTSTOP 00380 RXCTR RMB 1 BITS RCVD 00381 RBTSTR RMB 1 STORAGE FOR ACCUMULATED BITS 00386 RHITS RMB 1 STORAGE FOR NUMBER OF SAMPLES 00390 TXCKS RMB 1 TIMES PULSE CHECKED 00400 RXCKS RMB 1 TIMES PULSE CHECKED 00450 XTMP RMB 1 TEMP STORAGE FOR TX CHAR 00460 RIMP RMB 1 TEMP STORAGE FOR RX CHAR 00470 00480 ONXTI RMB 2 PTR FOR NEXT CHAR INTO OUT BUFFER 00490 ONXTO RMB 2 PTR FOR NEXT CHAR FROM BUFFER TO SEND 00500 INXTI RMB 2 PTR FOR NEXT RCVD CHAR TO BE STORED 00510 INXTO RMB 2 PTR FOR NEXT RCVD CHAR TO BE SHOWN 00550 00551 02600 TITLE INTERRUPT HANDLER 02610 FIRQ PSHS B 03215 RFIRQ LDB RXCTR SEE IF RECEIVING ALREADY 03220 BEG RFNDST NO GO LOOK FOR START BIT 03225 DEC RXCKS YES 03230 BEG RUPDT 03235 LBRA RIDON 03240 03245 RFNDST 03250 TST RXCKS IF 0, LOOKING FOR FIRST HINT OF START BIT 03255 BEG FSTRT1 03260 DEC RXCKS ALREADY INTO IT; CHECK DELAY 03265 LBNE RIDON STILL WRITING 03270 LOB $FF22 GET IT 03275 RORB 03280 BCS RSTRT2 03285 INC RBTSTR UPDATE COUNTER 03290 RSTRT2 INC RHITS UPDATE NUMBER OF SAMPLES 03295 LDB RHITS 03300 CMPB #6 03305 BEG RSTRT3 03310 LDB 12 NOT DONE, DELAY 03315 STB RXCKS 03320 LBRA RIDON 03325 03330 RSTRT3 LDB RBTSTR 03335 CMPB #4 03340 BLO NOSTRT NOT GOOD ENOUGH, START OVER 03345 LOB #11 DELAY INTO NEXT FRAME 03350 STB RXCKS 03355 LDB BITS SETUP TO GET DATA 03360 SUBB #2 ADJUST, ALREADY HAVE START BIT 03365 STB RXCTR 03370 RSTRT4 CLR RHITS 03375 CLR RBTSTR 03380 LBRA RIDON 03385 NOSTRT CLR RXCKS 03390 BRA RSTRT4 03395 03400 FSTRT1 LDB $FF22 03405 RORB 03410 BCS RIDON NO START BIT EXIT 03415 LDB #5 START BIT, DELAY 03416 STB RXCKS 03417 BRA RIDON 03420 03435 RUPDT LDB $FF22 GET DATA BIT 03440 RORB SHIFT INTO CARRY 03445 BCC RUPD1 DATA BITS A 0 03450 INC RBTSTR DATA BITS A 1, COUNT IT 03455 03460 RUPD1 LDB #2 03465 STB RXCKS WAIT 2 SAMPL TIMES, START AGAIN 03467 INC RHITS 03470 LDB RHITS 03475 CMPB #6 6 SAMPLES YET? 03480 ENE RIDON NO, DONE FOR NOW 03485 LDB RBTSTR WE HAVE 6 SAMPLES, HOW MANY WERE 1? 03490 RUPD2 CMPB #4 IF < 4, THE CMP WILL CAUSE A 03495 # BORROW AND SET THE C BIT IN THE 03500 # CONDITION CODE REGISTER. WE'LL CALL 03505 # THIS BIT A ZERO. 03510 EXG B,CC IF > 4 ONES C WILL BE CLEAR, AND 03515 # WE'LL CALL THE BIT A 1 03520 EORB #1 THE C BIT IS THE COMPLEMENT OF THE 03525 # REAL DATA SO TOGGLE THAT BIT 03530 EXG B,CC NOW RESTORE REGISTERS 03535 LDB RTMP GET THE BITS WE'VE ALREADY GOT 03540 RORB ROTATE NEW DATA BIT INTO TEMP 03545 STB RTMP STORAGE 03550 LDB #11 SETUP TODELAY 3 SAMPLES FOR NEXT BIT 03555 STB RXCKS 03560 CLR RHITS 03565 CLR RBTSTR INITIALIZE COUNTERS 03566 DEC RXCTR 03570 BNE RIDON WE'RE DONE. 03650 RSTOR PSHS X 03660 LDX INXTI GET PTR 03670 LDB RTMP 03680 CMPB #$FF CK, FOR ERRONEOUS END OF DATA FLAG 03690 BNE RSTORI WHICH MAY HAVE BEEN CAUSED BY NOISE 03700 LDB #$FE IF SO CHANGE TO $FE WHICH WON'T AFFECT 03710 # BAUDOT, AND WILL HAVE MINIMAL EFFECT 03720 # ON ASCII TEXT. (NEVER INTENDED TO XFER 03730 # BINARY FILES IN ASCII) 03740 RSTOR1 STB X+ TOBUFFER 03750 CMPX #INBUF+SZIN 03760 BNE RBFUP 03770 LDX #INBUF 03780 03790 RBFLIP STX INXTI UPDATE BUF PTR 03800 CMPX INXTO THIS EXTRA ATTENTION TO BUFFER 03810 BNE RBFUPI MANAGEMENT IS NECESSARY TO 03820 LEAX 1,X PREVENT NOISE INDUCED ERRATIC 03830 CMPX MINBUF+SZIN 03840 BLO RBFUP2 BEHAVIOR DURING DISK OPERATIONS 03850 LDX #INBUF OR BUFFER TRANSMISSION. 03860 RBFIP2 STX INXTO 03870 RBFUP1 PULS X 03880 03890 RIDON PULS B 03900 RTI
I'm interested in any results you get using this method, suggestions you may have for improving the technique, or other ways you've found to improve data copy. NOTE: A complete working program for the Radio Shack® TRS80 color computer 3 is available from the author for $ 15.00. It features split screen, auto capture buffer ISELCALL), and several Baudot speeds as well as 300 baud ASCII.
WB4GCS, James A. Sanford.