Chief Delphi - Needing A header file

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Needing A header file

Ok, I am geting flustered since I can't perform trigonometric functions with the tools FIRST provides.

So I was wondering if anyone has a header file that can perform trigonometric functions in the programing.

The reason why I need it is for our teams drive system.

Re: Needing A header file

You want a header file?

Or do you want actual coded implementation? Then wouldn't you want a .c file, as well?

Re: Needing A header file

all I need is the .h so I can implement it into my coding, unless I need a .c file along with it

Re: Needing A header file

You code either find a C version of "math.h". I just wrote a smaller version with only basic trig functions declared:

Code:

double acos(double x);

double asin(double x);

double atan(double x);

double atan2(double y, double x);

double cos(double x);

double cosh(double x);

double sin(double x);

double sinh(double x);

double tan(double x);

double tanh(double x);

Re: Needing A header file

So I would just put in the var declorations in the user_routine.c?

I am still sort of new to the world of C.

If you did put it in the var declorations, then somthing isn't working. Because I am geting "The 'sin' symbol is not reconized"

Re: Needing A header file

Quote:

Originally Posted by jweric

Try searching Google or Yahoo for a math.h (and a math.c) file. Or, if you know how the math functions you need actually work (like squareing is x * x), you can just program them yourself.

<< Edit >>: Is it legal/allowed to upload those files here? Like, the files from MSVS, or some other c/++ compiler?

Re: Needing A header file

Quote:

Originally Posted by Raven_Writer

Is it legal/allowed to upload those files here?

I highly doubt that. The example I gave above is not from someone else's source code. However, depending on whether the source has a GPL (license) on it, you might be able to put it in the White Papers section or attach it.

Quote:

Originally Posted by jweric

So I was wondering if anyone has a header file that can perform trigonometric functions in the programing.

The reason why I need it is for our teams drive system.

There is another way.

You can generate lookup tables. Store these in arrays. Then a sin() function, for example, would simply look up the closest value of sin. There is almost no where you would need (and could practically use) more accurate values for trig functions. If I have time, I'll write some code to do that for sine. Check this site: http://nrg.chaosnet.org/uploads/resources for updates.

P.S: Cosine and tangent can be calculated for sine because cos(angle)=sin(angle+90 degrees) and tan=sin(angle)/sin(angle+90 degrees).

Re: Needing A header file

Their is a problem with that. If I cant do an Inverse trig function, I cannot find the angle.

You see, this is going to used in our drive system this year. The way our drive system works this year is you point the joystick any direction you want and it will go in that direction. The problem I am having is that when I reach certain values (mainly by the corners) you would overflow the PWMs and would cause the motors to go in the wrong direction. I would provide a drawing of this but they are at my school, and unreachable.

But the formula I would be using for one of the pwms is:

PWM = p1_y - sin(1.4172 * p1_x - 127)

Their is a way to do it with mutiple formulas but that will take a lot of programing and I am only one person that does the programing. Not to mention I do the 3ds MAX and Designing. I just dont have that kind of time to need to figure out all the equations for all four PWMs. With this route I only need 2.

If you want this diagram then I can post it tomorrow.

P. S. - I did a google search and I turned up one that required multiple other header files which wernt provided.

Re: Needing A header file

Quote:

Originally Posted by jweric

Their is a problem with that. If I cant do an Inverse trig function, I cannot find the angle.
...
But the formula I would be using for one of the pwms is:

PWM = p1_y - sin(1.4172 * p1_x - 127)

You can use the approach I described above for inverse sine and sine.

Anyway, why are you using floating point? Are you sure you want to do that? It slows the processor down, and if you'll be using "true" trig functions, you'll slow it down even more. (That's another point where lookup tables help. They're moderately fast, b/c pointer arithmatic is much faster than floating-point calculation). I'd suggest sticking with an integer value (maybe in degrees) for the argument to sin().

Re: Needing A header file

Forgot, the full website for my trigtables code is:

http://nrg.chaosnet.org/resource/pro...ng/trigtables/

Re: Needing A header file

the reason why I must use a float point is because I need to have correct values, saddly I cant do it any other way.

Well the only other way of doing it is by breaking it into four equations and I am not sure how It could work. You know what I need over here is a mathmetition that knows C. The only thing I have close to that is myself.

Also how do I use these functions? I dont have a tutorial that details this.

Re: Needing A header file

If you mean the trig functions on my site, the documentation is inside them.

Re: Needing A header file

I've coded from scratch a basic sin lookup table and associated macros to fetch the correct values for sin() and cos(), either in float or char (float * 127, rounded) form. Note that using the sin_char() and cos_char() macros requires no floating-point arithmetic, if speed is your goal, those functions are for you. If you need more than approx. 2 digits accuracy for floating point values, feel free to replace the array of unsigned chars with unsigned ints, and modify the macros accordingly. Code is below.

Code:

//      LOOKUP.C

//      TRIG LOOKUP TABLE IMPLEMENTATION

//      -------------------------------------------------------

//      CREATED BY DAV YUST FOR 2004 FIRST ROBOTICS COMPETITION

//      RELEASED FOR PUBLIC USE UNDER FOLLOWING CONDITIONS:

//      1. PLEASE RELEASE ANY CHANGES YOU MAKE

//      2. PLEASE GIVE ME CREDIT (somewhere... anywhere)

//      3. LEAVE THIS NOTICE IN THE CODE UNCHANGED EXCEPT FOR

//          NOTICE OF UPDATES



//  This is a lookup table for the sin() function.

//  It accepts a degree value between 0 and 89, and

//  returns a char that is normal sin value multiplied

//  by 255 and rounded.

unsigned char SIN_LOOKUP[90] =

{ 0,  4,  9,  13, 18, 22, 27, 31, 35, 40,

  44, 49, 53, 57, 62, 66, 70, 75, 79, 83,

  87, 91, 96, 100,104,108,112,116,120,124,

  128,131,135,139,142,146,150,153,157,160,

  164,167,171,174,177,180,183,186,190,192,

  195,198,201,204,206,209,211,214,216,219,

  221,223,225,227,229,231,233,235,236,238,

  240,241,243,244,245,246,247,248,249,250,

  251,252,253,253,254,254,254,255,255,255 };



//////////////////////////////////////

//     MACROS FOR SIN FUNCTION      //

//////////////////////////////////////



//returns the standard float value from -1 to 1

//accuracy is approximately two digits

#define sin(x) ( ((x) < 90 ? (float)SIN_LOOKUP[(x)] : ( (x) < 180 ? (float)SIN_LOOKUP[179-(x)] : ( (x) < 270 ? -1.0 * (float)SIN_LOOKUP[(x)-180] : -1.0 * (float)SIN_LOOKUP[359-(x)]))) / 255.0)



//returns a signed char value from -128 to 127

//we have to divide by two here because a signed char

//can only go from -128 to 127.

#define sin_char(x) ( ((x) < 90 ? SIN_LOOKUP[(x)] : ( (x) < 180 ? SIN_LOOKUP[179-(x)] : ( (x) < 270 ? -1 * SIN_LOOKUP[(x)-180] : -1 * SIN_LOOKUP[359-(x)]))) >> 1)



//because cos is handily equal to sin(x - 90) (or sin(x+270)

#define cos(x) sin( ((x) + 270) % 360 )

#define cos_char(x) sin_char( ((x) + 270) % 360 )



////////////////////////////////////////////////////////////////////////////////

// ALL CODE BELOW FOR TESTING PURPOSES ONLY

////////////////////////////////////////////////////////////////////////////////



#include <stdio.h>



int main(int argc, char* argv[])

{

    printf("Testing SIN lookup table:\n");

    printf("    angle (deg)          sin()      sin_char()          cos()      cos_char()\n");

    int x;

    for(x = 0; x < 360; x += 15)

    {

        printf("%15i%15f%15i%15f%15i\n", x, sin(x), sin_char(x), cos(x), cos_char(x));

    }

    return 0;

}

Re: Needing A header file

A good approximation for any trig function (or any other function, for that matter) is called the MacLaurin series. check out this website:
http://mathworld.wolfram.com/MaclaurinSeries.html
Anyway, this only works in radians and from -pi/2 to pi/2. It also requires some floating point math.