This library (beta release) parses the GPS data coming from the TD1204. Beware, not all functionality has been fully tested.
GPS.cpp
00001 #include "GPS.h" 00002 #include "math.h" 00003 #include "inttypes.h" 00004 Serial debug(USBTX, USBRX); 00005 GPS::GPS(PinName tx, PinName rx) : _gps(tx, rx) { 00006 _gps.baud(9600); 00007 nmea_longitude = 0.0; 00008 nmea_latitude = 0.0; 00009 utc_time = 0; 00010 ns = ' '; 00011 ew = ' '; 00012 lock = 0; 00013 satelites = 0; 00014 msl_altitude = 0.0; 00015 msl_units = ' '; 00016 satellites[0] = 0; 00017 satellites[1] = 0; 00018 satellites[2] = 0; 00019 satellites[3] = 0; 00020 satellites[4] = 0; 00021 satellites[5] = 0; 00022 satellites[6] = 0; 00023 satellites[7] = 0; 00024 satellites[8] = 0; 00025 satellites[9] = 0; 00026 satellites[10] = 0; 00027 satellites[11] = 0; 00028 pdop = 0.0; 00029 hdop = 0.0; 00030 vdop = 0.0; 00031 navigation_mode = 1; 00032 gprmc_status = 'V'; 00033 tdformat[0] = 0; 00034 00035 00036 rmc_status = ' '; 00037 speed_k = 0.0; 00038 course_d = 0.0; 00039 date = 0; 00040 00041 dec_longitude = 0.0; 00042 dec_latitude = 0.0; 00043 00044 gll_status = ' '; 00045 00046 course_t = 0.0; // ground speed true 00047 course_t_unit = ' '; 00048 course_m = 0.0; // magnetic 00049 course_m_unit = ' '; 00050 speed_k_unit = ' '; 00051 speed_km = 0.0; // speed km/hr 00052 speed_km_unit = ' '; 00053 00054 altitude_ft = 0.0; 00055 } 00056 00057 float GPS::nmea_to_dec(float deg_coord, char nsew) { 00058 int degree = (int)(deg_coord/100); 00059 float minutes = deg_coord - degree*100; 00060 float dec_deg = minutes / 60; 00061 float decimal = degree + dec_deg; 00062 if (nsew == 'S' || nsew == 'W') { // return negative 00063 decimal *= -1; 00064 } 00065 return decimal; 00066 } 00067 00068 char * GPS::get_nmea_to_td() { 00069 int lat_degree = (int)(nmea_latitude/100); 00070 float lat_minutes = (rint((nmea_latitude - lat_degree*100)*1000)/1000.0); // round to 3 digits 00071 uint8_t lat_sign = 0; 00072 if (ns == 'S' )lat_sign = 0x40; 00073 int lng_degree = (int)(nmea_longitude/100); 00074 float lng_minutes = rint((nmea_longitude - lng_degree*100)*1000)/1000.0; // round to 3 digits 00075 uint8_t lng_sign = 0; 00076 if (ew == 'W' )lng_sign = 0x80; 00077 uint32_t height = rint(msl_altitude/2.0); 00078 debug.printf("lng degree: %d, lng min %f,lat degree: %d, lat min %f" , lng_degree, lng_minutes,lat_degree, lat_minutes); 00079 char temp[32]; 00080 sprintf(temp, "%d%05.0f%d%05.0f",lng_degree, lng_minutes*1000,lat_degree, lat_minutes*1000); 00081 unsigned long long ret; 00082 ret = strtoull(temp, NULL, 10); 00083 //debug.printf("the string: %s\r\n",temp); 00084 //debug.printf("the long variable: %llu\r\n",ret); 00085 //debug.printf("the long variable in hex: %012llx",ret); 00086 sprintf(tdformat, "01010%012llx%03x%02x",ret,height&0xfff,(lng_sign+lat_sign)&0xff); // to do: add sattelites in view, altiude sign and horizontal dillution 00087 //debug.printf("Formatted string:%s \r\n", tdformat); 00088 return tdformat; 00089 } 00090 00091 int GPS::sample() { 00092 int line_parsed = 0; 00093 00094 if (_gps.readable()) { 00095 getline(); 00096 debug.printf("%s\r\n",msg); 00097 // Check if it is a GPGGA msg (matches both locked and non-locked msg) 00098 // $xxGGA,time,lat,NS,long,EW,quality,numSV,HDOP,alt,M,sep,M,diffAge,diffStation*cs<CR><LF> 00099 if (sscanf(msg, "GPGGA,%f,%f,%c,%f,%c,%d,%d,%f,%f,%c", &utc_time, &nmea_latitude, &ns, &nmea_longitude, &ew, &lock, &satelites, &hdop, &msl_altitude, &msl_units) >= 1) { 00100 line_parsed = GGA; 00101 } 00102 // Check if it is a GPSA msg (navigational mode) 00103 // $xxGSA,opMode,navMode{,sv},PDOP,HDOP,VDOP*cs<CR><LF> 00104 else if (sscanf(msg, "GPGSA,%c,%d,%d,%d,%d,%d,%d,%d,%d,%d,%d,%d,%d,%d,%f,%f,%f", &operating_mode, &navigation_mode, &satellites[0], &satellites[1], &satellites[2], &satellites[3], &satellites[4], &satellites[5], &satellites[6], &satellites[7], &satellites[8], &satellites[9], &satellites[10], &satellites[11],&pdop,&hdop,&vdop) >= 1) { 00105 line_parsed = GSA; 00106 } 00107 // Check if it is a GPRMC msg 00108 // $xxRMC,time,status,lat,NS,long,EW,spd,cog,date,mv,mvEW,posMode*cs<CR><LF> 00109 else if (sscanf(msg, "GPRMC,%f,%c,%f,%c,%f,%c,%f,%f,%d", &utc_time, &gprmc_status, &nmea_latitude, &ns, &nmea_longitude,&ew,&speed_k,&course_d,&date) >= 1) { 00110 line_parsed = RMC; 00111 } 00112 // GLL - Geographic Position-Lat/Lon 00113 // $xxGLL,lat,NS,long,EW,time,status,posMode*cs<CR><LF> 00114 else if (sscanf(msg, "GPGLL,%f,%c,%f,%c,%f,%c", &nmea_latitude, &ns, &nmea_longitude, &ew, &utc_time, &gll_status) >= 1) { 00115 line_parsed = GLL; 00116 } 00117 // VTG-Course Over Ground and Ground Speed 00118 else if (sscanf(msg, "GPVTG,%f,%c,%f,%c,%f,%c,%f,%c", &course_t, &course_t_unit, &course_m, &course_m_unit, &speed_k, &speed_k_unit, &speed_km, &speed_km_unit) >= 1) { 00119 line_parsed = VTG; 00120 } 00121 00122 /*if(satelites == 0) { 00123 lock = 0; 00124 }*/ 00125 if(gprmc_status == 'A'|| satelites > 0 || navigation_mode > 1) lock = 1; 00126 else lock = 0; 00127 } 00128 if (!lock) { 00129 return NO_LOCK; 00130 } else if (line_parsed) { 00131 return line_parsed; 00132 } else { 00133 return NOT_PARSED; 00134 } 00135 } 00136 00137 00138 // INTERNAL FUNCTINS //////////////////////////////////////////////////////////// 00139 float GPS::trunc(float v) { 00140 if (v < 0.0) { 00141 v*= -1.0; 00142 v = floor(v); 00143 v*=-1.0; 00144 } else { 00145 v = floor(v); 00146 } 00147 return v; 00148 } 00149 00150 void GPS::getline() { 00151 while (_gps.getc() != '$'); // wait for the start of a line 00152 for (int i=0; i<1022; i++) { 00153 msg[i] = _gps.getc(); 00154 if (msg[i] == '\r') { 00155 msg[i] = 0; 00156 return; 00157 } 00158 } 00159 error("Overflow in getline"); 00160 } 00161 00162 // GET FUNCTIONS ///////////////////////////////////////////////////////////////// 00163 float GPS::get_msl_altitude() { 00164 if (!lock) 00165 return 0.0; 00166 else 00167 return msl_altitude; 00168 } 00169 00170 int GPS::get_satelites() { 00171 if (!lock) 00172 return 0; 00173 else 00174 return satelites; 00175 } 00176 00177 float GPS::get_nmea_longitude() { 00178 if (!lock) 00179 return 0.0; 00180 else 00181 return nmea_longitude; 00182 } 00183 00184 float GPS::get_dec_longitude() { 00185 dec_longitude = nmea_to_dec(nmea_longitude, ew); 00186 if (!lock) 00187 return 0.0; 00188 else 00189 return dec_longitude; 00190 } 00191 00192 float GPS::get_nmea_latitude() { 00193 if (!lock) 00194 return 0.0; 00195 else 00196 return nmea_latitude; 00197 } 00198 00199 float GPS::get_dec_latitude() { 00200 dec_latitude = nmea_to_dec(nmea_latitude, ns); 00201 if (!lock) 00202 return 0.0; 00203 else 00204 return dec_latitude; 00205 } 00206 00207 float GPS::get_course_t() { 00208 if (!lock) 00209 return 0.0; 00210 else 00211 return course_t; 00212 } 00213 00214 float GPS::get_course_m() { 00215 if (!lock) 00216 return 0.0; 00217 else 00218 return course_m; 00219 } 00220 00221 float GPS::get_speed_k() { 00222 if (!lock) 00223 return 0.0; 00224 else 00225 return speed_k; 00226 } 00227 00228 float GPS::get_speed_km() { 00229 if (!lock) 00230 return 0.0; 00231 else 00232 return speed_km; 00233 } 00234 00235 float GPS::get_altitude_ft() { 00236 if (!lock) 00237 return 0.0; 00238 else 00239 return 3.280839895*msl_altitude; 00240 } 00241 00242 // NAVIGATION FUNCTIONS //////////////////////////////////////////////////////////// 00243 float GPS::calc_course_to(float pointLat, float pontLong) { 00244 const double d2r = PI / 180.0; 00245 const double r2d = 180.0 / PI; 00246 double dlat = abs(pointLat - get_dec_latitude()) * d2r; 00247 double dlong = abs(pontLong - get_dec_longitude()) * d2r; 00248 double y = sin(dlong) * cos(pointLat * d2r); 00249 double x = cos(get_dec_latitude()*d2r)*sin(pointLat*d2r) - sin(get_dec_latitude()*d2r)*cos(pointLat*d2r)*cos(dlong); 00250 return atan2(y,x)*r2d; 00251 } 00252 00253 /* 00254 var y = Math.sin(dLon) * Math.cos(lat2); 00255 var x = Math.cos(lat1)*Math.sin(lat2) - 00256 Math.sin(lat1)*Math.cos(lat2)*Math.cos(dLon); 00257 var brng = Math.atan2(y, x).toDeg(); 00258 */ 00259 00260 /* 00261 The Haversine formula according to Dr. Math. 00262 http://mathforum.org/library/drmath/view/51879.html 00263 00264 dlon = lon2 - lon1 00265 dlat = lat2 - lat1 00266 a = (sin(dlat/2))^2 + cos(lat1) * cos(lat2) * (sin(dlon/2))^2 00267 c = 2 * atan2(sqrt(a), sqrt(1-a)) 00268 d = R * c 00269 00270 Where 00271 * dlon is the change in longitude 00272 * dlat is the change in latitude 00273 * c is the great circle distance in Radians. 00274 * R is the radius of a spherical Earth. 00275 * The locations of the two points in 00276 spherical coordinates (longitude and 00277 latitude) are lon1,lat1 and lon2, lat2. 00278 */ 00279 double GPS::calc_dist_to_mi(float pointLat, float pontLong) { 00280 const double d2r = PI / 180.0; 00281 double dlat = pointLat - get_dec_latitude(); 00282 double dlong = pontLong - get_dec_longitude(); 00283 double a = pow(sin(dlat/2.0),2.0) + cos(get_dec_latitude()*d2r) * cos(pointLat*d2r) * pow(sin(dlong/2.0),2.0); 00284 double c = 2.0 * asin(sqrt(abs(a))); 00285 double d = 63.765 * c; 00286 00287 return d; 00288 } 00289 00290 double GPS::calc_dist_to_ft(float pointLat, float pontLong) { 00291 return calc_dist_to_mi(pointLat, pontLong)*5280.0; 00292 } 00293 00294 double GPS::calc_dist_to_km(float pointLat, float pontLong) { 00295 return calc_dist_to_mi(pointLat, pontLong)*1.609344; 00296 } 00297 00298 double GPS::calc_dist_to_m(float pointLat, float pontLong) { 00299 return calc_dist_to_mi(pointLat, pontLong)*1609.344; 00300 } 00301 00302
Generated on Wed Jul 20 2022 08:55:24 by
1.7.2