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November 27, 2015 16:47
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(1a) | |
double * line(double * pt1, double * pt2){ | |
double xTmp, yTmp; | |
xTmp = (pt2[1]-pt1[1])/(pt2[0]-pt1[0]); | |
yTmp = pt1[1] - xTmp*pt1[0]; | |
pt1[0] = xTmp; | |
pt1[1] = yTmp; | |
return pt1; | |
} | |
(1b) | |
double hamiltonianValue(int i, int j, double currentTime, double totalTime, double* hp, double * schedule){ | |
double value=0; | |
double progValue = 0; | |
double numPoints =schedule[0]; | |
double pt1[2]; | |
double pt2[2]; | |
int interval = findInterval(currentTime, totalTime, numPoints); | |
pt1[0] = ((double)interval-1.0)*(1/numPoints); | |
pt1[1] = schedule[interval]; | |
pt2[0] = (double)interval*(1/numPoints); | |
pt2[1] = schedule[interval+1]; | |
double * line1 = line(pt1, pt2); | |
progValue = line1[0] * (currentTime/totalTime) + line1[1]; | |
if(i == j){ | |
value = hp[i] * progValue; | |
return value; | |
} | |
else { | |
if(neighbor((unsigned char) i ,(unsigned char)j)) | |
return -1.0*(1.0-progValue); | |
} | |
return 0; | |
} | |
(2a) inline int findInterval(double currentTime, double totalTime, double numIntervals) { ... | |
(2b) inline double * line(double * pt1, double * pt2){ ... | |
(2c) inline bool neighbor(unsigned char i, unsigned char j){ ... |
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