Math@ SX specific math@,
http://avtanski.net/projects/math Hello, I have set up an online generator for multi-bite math code (addition, subtraction, multiplication, division, logical operations) that might be useful for somebody: http://avtanski.net/projects/math In the form you enter operand size (how many bytes each number consists of), select what subroutines you need, press a button and get your code. Regards, - Alex+
http://mifit.utic.com.ar/ Mifit (Micro fitter) searches the best approximation to a set of data points using simple equations (rects and quadratics), and computes the maximum absolute and relative errors for the adjusted interval, the whole data set, or a specified range. It can generate the assembly code to implement it (currently only for Microchip's PIC family of microcontrollers). Currently only Linux is supported.
The AES-128 could be efffectively implemented on PICmicros processor. I was coding that cipher on PIC16F84 and PIC16F877 and of course PIC16F877 results better throughput. If you wish to see my code, i may freely download it on links below.+
If you wish to see my PICmicros cryptographic codes, you may see it on
the articles of those codes are available on
Using PIC16F877 - I have an input value of up to 65535 (from an A/D convereter) and want to scale it by a variable factor to give an answer from 0.0001 up to 99999, with 1 in 65535 resolution. (The value will be displayed on a 5 digit 7 segment display, with + or - sign)
I'm struggling.. any bright folk have a suggestion?
Thanks in advance,
James Newton replies: So 0 will be .0001? and 65535 will be 99999? First, convert to integer: multiply your beginning and ending output by 10000. 0.0001 * 10000 = 1. 99999 * 10000 = 999,990,000. Now, subtract the starting value from the ending value to find the output range. 999,990,000 - 1 = 999989999. Now for any input value, you will multiply it by 999989999/65535 = 15258.869291218432898451209277485 and then add 1. You will display the first 5 digits of this answer, then a period, then the last 4 digits.
For example, if the input is 0, the answer will be 0 * 15258.869291218432898451209277485 + 1 = 1. Please note that this is actually 000,000,001 which will be displayed as 00000.0001. If the input is 65535, the answer will be 65535 * 15258.869291218432898451209277485 + 1 = 999990000 which will be displayed as 99999.0000
Now, I have no idea how the heck you are going to get that kind of precision
out of a PIC. The best I can show you is the input * 15258.9 + 1. with that,
the top end is 99999.2012. The code to do the multiplication is at
Increment the result by one:
Convert to decimal ASCII:
louis frias asks: Hi every one I am looking for 48 bit x 48 bit "signed integer divide" I see in the your math libraries 48/24 bit code but not 48/48. If there is non ...Is there any one willing to write/modify any existing signed integer divides such as the 32/32 signed divide given in the microchip math library Handbook ??????????????? Please email to me firstname.lastname@example.org at your earliest convenience Louis Frias
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