Searched refs:fullBiasNs (Results 1 – 25 of 32) sorted by relevance
12
42 long fullBiasNs;
41 long fullBiasNs;
116 long fullBiasNs;
91 .fullBiasNs = clockVal.full_bias_ns, in gnssMeasurementCb()221 gnssData.clock.fullBiasNs = -(clockVal.full_bias_ns); in gpsMeasurementCb()
226 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
236 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
259 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
249 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
245 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
283 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
317 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()430 int64_t measTimeNanos = (int64_t)in.clock.timeNs - (int64_t)in.clock.fullBiasNs in convertGnssData_2_0()
194 * utcTimeNs = timeNs - (fullBiasNs + biasNs) - leapSecond *210 * can be derived by subtracting the sum of fullBiasNs and biasNs (when239 * local estimate of GPS time = timeNs - (fullBiasNs + biasNs)250 int64_t fullBiasNs;253 * Sub-nanosecond bias - used with fullBiasNS, see fullBiasNs for details.255 * The error estimate for the sum of this and the fullBiasNs is the282 * frequency, and that the (fullBiasNs + biasNs) is growing more positive
129 .fullBiasNs = -1226701900521857520, in getMockMeasurementV2_0()215 .fullBiasNs = -1226701900521857520, in getMockMeasurement()
209 .fullBiasNs = ParseUtils::tryParseLongLong( in getMeasurementFromStrs()
275 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
316 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
330 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()
301 out.fullBiasNs = in.fullBiasNs; in convertGnssClock()