A Clark
/
RF_ID
Log Test Code
Fork of VoltageThreshold by
AntennaLog.cpp
- Committer:
- ajclark2
- Date:
- 2014-04-08
- Revision:
- 3:9b47638100af
File content as of revision 3:9b47638100af:
#include "mbed.h" #define PI 3.1415 #include "C12832.h" LocalFileSystem local("local"); // Create the local filesystem under the name "local" C12832 lcd(p5, p7, p6, p8, p11); Timer t; AnalogIn ain_v1(p19); // Input voltage from antenna // Global variables declared float v1, m, b, p_in, Pt, Gt, Gr, Pr, f, c, r; float lv_r[250], lv_v1[250]; int k; int main() { // Open logging file FILE *fp = fopen("/local/mBedOutp.m", "w"); //logging setup for(k=0;k<250;k++) { lv_r[k] = 0.0; lv_v1[k] = 0.0; } k = 0; t.start(); while(k<250) { // Voltage to Power calculations v1 = ain_v1*3.33; // ain_v1; // Comes from antenna (Can adjust manually for now) (3.3 is for scaling voltage properly... ask Feemster why this is necessary. b = 2.095; // (volts) Direct function generator measurement m = .0316; // volts/dBm (Calculated at 2000 MHz and 0 and -40 dBm) p_in = (v1-b)/m; // Derived from v = m*p+b (linear relationship of voltage and power) // Range equation Terms Pt = .0398; //(watts or 1mW or 0 dBm) Power Transmitted. This is ~16 dBm (.0398 watts) for an iphone 5 Gt = 1; // Unitless (1 for FG) Shouldn't both of these gains be 'directive' gains, not power gains Gr = .007; // (.007) (7 mW) How do we get this? 7 milliwatt? Pr = pow(10, ((p_in-30)/10)); // (watts) // Free Space Loss Terms f = 2400000000; // (Hz) This will be constant for a phone... but what to put for the FG c = 300000000; // m/s r = (c*(sqrt(Pt*Gt*Gr)/Pr))/(4*PI*f); printf("\rRange (meters) = %.3f\n\r",r); //printf("Power (watts) = %.3f\n\r",Pr); printf("Voltage into mBed = %.4f\n\r",v1); //printf("%.4f\n\r",v1); lcd.cls(); lcd.locate(0,3); lcd.printf("Voltage (volts) = %.4f",v1); lcd.locate(0,15); lcd.printf("Range (meters) = %.4f",r); //LOG stuff if(k<250) { lv_r[k] = r; lv_v1[k] = v1; k++; } } // End of while======================================================= if(1) { for(k=0;k<250;k++) { fprintf(fp,"lv.r(%d,1) = %.3f;\n",k+1,lv_r[k]); fprintf(fp,"lv.v1(%d,1) = %.4f;\n",k+1,lv_v1[k]); } }// End of IF loop fclose(fp); } // End of main loop=======================================================