diff --git a/libraries/AP_Baro/AP_Baro.h b/libraries/AP_Baro/AP_Baro.h index 1e0e9e7db8..a2d67021d5 100644 --- a/libraries/AP_Baro/AP_Baro.h +++ b/libraries/AP_Baro/AP_Baro.h @@ -169,6 +169,9 @@ public: // simple atmospheric model static void SimpleAtmosphere(const float alt, float &sigma, float &delta, float &theta); + // simple underwater atmospheric model + static void SimpleUnderWaterAtmosphere(float alt, float &rho, float &delta, float &theta); + // set a pressure correction from AP_TempCalibration void set_pressure_correction(uint8_t instance, float p_correction); diff --git a/libraries/AP_Baro/AP_Baro_HIL.cpp b/libraries/AP_Baro/AP_Baro_HIL.cpp index 0f4936ed1d..e7309e1d42 100644 --- a/libraries/AP_Baro/AP_Baro_HIL.cpp +++ b/libraries/AP_Baro/AP_Baro_HIL.cpp @@ -40,6 +40,43 @@ void AP_Baro::SimpleAtmosphere( sigma = delta/theta; } +void AP_Baro::SimpleUnderWaterAtmosphere( + float alt, // depth, km. + float& rho, // density/sea-level + float& delta, // pressure/sea-level standard pressure + float& theta) // temperature/sea-level standard temperature +{ + // Values and equations based on: + // https://en.wikipedia.org/wiki/Standard_sea_level + const float seaDensity = 1.024f; // g/cm3 + const float maxSeaDensity = 1.028f; // g/cm3 + const float pAC = maxSeaDensity - seaDensity; // pycnocline angular coefficient + + // From: https://www.windows2universe.org/earth/Water/density.html + rho = seaDensity; + if (alt < 1.0f) { + // inside pycnocline + rho += pAC*alt; + } else { + rho += pAC; + } + rho = rho/seaDensity; + + // From: https://www.grc.nasa.gov/www/k-12/WindTunnel/Activities/fluid_pressure.html + // \f$P = \rho (kg) \cdot gravity (m/s2) \cdot depth (m)\f$ + // \f$P_{atmosphere} = 101.325 kPa\f$ + // \f$P_{total} = P_{atmosphere} + P_{fluid}\f$ + const float pAtm = 101325; // Pa + delta = (pAtm + (seaDensity * 1e3) * GRAVITY_MSS * (alt * 1e3)) / pAtm; + + // From: http://residualanalysis.blogspot.com.br/2010/02/temperature-of-ocean-water-at-given.html + // \f$T(D)\f$ Temperature underwater at given temperature + // \f$S\f$ Surface temperature at the surface + // \f$T(D)\approx\frac{S}{1.8 \cdot 10^{-4} \cdot S \cdot T + 1}\f$ + const float seaTempSurface = 15.0f; // Celsius + const float S = seaTempSurface * 0.338f; + theta = 1.0f / ((1.8e-4) * S * (alt * 1e3) + 1.0f); +} /* convert an altitude in meters above sea level to a presssure and temperature