System Curves

The variable type UTX_CURVE is used to represent many different parameters in the Ultrasonix software; vertical and lateral TGC’s, aperture openings, and delay curves are all typical parameters that use this type.

The definition of the type is as follows:

class UTX_CURVE { public: int t;   int m;    int b;    int vm; };

There are 4 parameters that represent the curve: t, m, b, and vm. The curve represents a 100 x 100 unit box that is interpolated based on the parameter that the curve represents.

t is the horizontal position of the top-most point of the curve. The range is 0 - 100. Note that this point’s vertical position is always fixed to 0. m is the horizontal position of the mid-point of the curve. The range is 0 – 100. b is the horizontal position of the bottom-most point of the. The range is 0 – 100. Note that this point’s vertical position is always fixed to 100. vm is the vertical position of the mid-point of the curve. The range is 0 – 100.

The figure below, shows an example of a curve represented by the following values:

Interpolation

Here are some functions that interpolate a UTX_CURVE variable:

int getCurvePosition(int percentage, int maxlength) {   return (int) (( (double)percentage * (double)maxlength) / 100.0); }

int getCurveValue(UTX_CURVE curve, int maxX, int maxY, int x) { POINT p1, p2, p3;

// POINTS // getting the coordinates of the zone points; curve contains the % coordinates // and getCurvePosition converts it to pixel coordinates point 1 p1.x = 0; p1.y = getCurvePosition(curve.t, maxY);

// point 2 p2.x = getCurvePosition(curve.vm, maxx); p2.y = getCurvePosition(curve.m, maxY);

// point 3 p3.x = maxx; p3.y = getCurvePosition(curve.b, maxY);

// SLOPES // if the line has reached the middle point already we have to    // calculate slope for a second line which will go to the bottom zone point double slope; if (p2.x > x)   { slope = (double)(p2.y - p1.y) / (double)(p2.x - p1.x); }   else {       slope = (double)(p3.y - p2.y) / (double)(p3.x - p2.x); }

// Y-INTERCEPTS int yintercept1 = -p1.y;   int yintercept2 = (int)((slope * (double)p2.x) - p2.y);

// return values int value; if (p2.x > x)   { // calculation of the x value value = (int)((slope * (double)x) - yintercept1); }   else {       // calculation of the x value value = (int)((slope * (double)x) - yintercept2); }

return value; }