number format
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@ -228,7 +228,7 @@ cpdef int cprNL(double lat):
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cdef int nz = 15
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cdef double a = 1 - cos(pi / (2 * nz))
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cdef double b = cos(pi / 180.0 * fabs(lat)) ** 2
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cdef double b = cos(pi / 180 * fabs(lat)) ** 2
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cdef double nl = 2 * pi / (acos(1 - a / b))
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NL = floor(nl)
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return NL
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@ -27,13 +27,13 @@ def surface_position(msg0, msg1, t0, t1, lat_ref, lon_ref):
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msgbin1 = common.hex2bin(msg1)
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# 131072 is 2^17, since CPR lat and lon are 17 bits each.
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cprlat_even = common.bin2int(msgbin0[54:71]) / 131072.0
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cprlon_even = common.bin2int(msgbin0[71:88]) / 131072.0
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cprlat_odd = common.bin2int(msgbin1[54:71]) / 131072.0
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cprlon_odd = common.bin2int(msgbin1[71:88]) / 131072.0
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cprlat_even = common.bin2int(msgbin0[54:71]) / 131072
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cprlon_even = common.bin2int(msgbin0[71:88]) / 131072
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cprlat_odd = common.bin2int(msgbin1[54:71]) / 131072
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cprlon_odd = common.bin2int(msgbin1[71:88]) / 131072
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air_d_lat_even = 90.0 / 60
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air_d_lat_odd = 90.0 / 59
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air_d_lat_even = 90 / 60
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air_d_lat_odd = 90 / 59
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# compute latitude index 'j'
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j = common.floor(59 * cprlat_even - 60 * cprlat_odd + 0.5)
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@ -43,8 +43,8 @@ def surface_position(msg0, msg1, t0, t1, lat_ref, lon_ref):
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lat_odd_n = float(air_d_lat_odd * (j % 59 + cprlat_odd))
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# solution for north hemisphere
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lat_even_s = lat_even_n - 90.0
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lat_odd_s = lat_odd_n - 90.0
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lat_even_s = lat_even_n - 90
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lat_odd_s = lat_odd_n - 90
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# chose which solution corrispondes to receiver location
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lat_even = lat_even_n if lat_ref > 0 else lat_even_s
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@ -60,16 +60,16 @@ def surface_position(msg0, msg1, t0, t1, lat_ref, lon_ref):
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nl = common.cprNL(lat_even)
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ni = max(common.cprNL(lat_even) - 0, 1)
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m = common.floor(cprlon_even * (nl - 1) - cprlon_odd * nl + 0.5)
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lon = (90.0 / ni) * (m % ni + cprlon_even)
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lon = (90 / ni) * (m % ni + cprlon_even)
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else:
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lat = lat_odd
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nl = common.cprNL(lat_odd)
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ni = max(common.cprNL(lat_odd) - 1, 1)
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m = common.floor(cprlon_even * (nl - 1) - cprlon_odd * nl + 0.5)
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lon = (90.0 / ni) * (m % ni + cprlon_odd)
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lon = (90 / ni) * (m % ni + cprlon_odd)
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# four possible longitude solutions
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lons = [lon, lon + 90.0, lon + 180.0, lon + 270.0]
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lons = [lon, lon + 90, lon + 180, lon + 270]
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# make sure lons are between -180 and 180
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lons = [(l + 180) % 360 - 180 for l in lons]
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@ -99,11 +99,11 @@ def surface_position_with_ref(msg, lat_ref, lon_ref):
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mb = common.hex2bin(msg)[32:]
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cprlat = common.bin2int(mb[22:39]) / 131072.0
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cprlon = common.bin2int(mb[39:56]) / 131072.0
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cprlat = common.bin2int(mb[22:39]) / 131072
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cprlon = common.bin2int(mb[39:56]) / 131072
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i = int(mb[21])
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d_lat = 90.0 / 59 if i else 90.0 / 60
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d_lat = 90 / 59 if i else 90 / 60
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j = common.floor(lat_ref / d_lat) + common.floor(
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0.5 + ((lat_ref % d_lat) / d_lat) - cprlat
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@ -114,9 +114,9 @@ def surface_position_with_ref(msg, lat_ref, lon_ref):
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ni = common.cprNL(lat) - i
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if ni > 0:
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d_lon = 90.0 / ni
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d_lon = 90 / ni
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else:
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d_lon = 90.0
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d_lon = 90
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m = common.floor(lon_ref / d_lon) + common.floor(
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0.5 + ((lon_ref % d_lon) / d_lon) - cprlon
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@ -153,7 +153,7 @@ def surface_velocity(msg, source=False):
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# ground track
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trk_status = int(mb[12])
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if trk_status == 1:
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trk = common.bin2int(mb[13:20]) * 360.0 / 128.0
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trk = common.bin2int(mb[13:20]) * 360 / 128
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trk = round(trk, 1)
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else:
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trk = None
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@ -68,7 +68,7 @@ def wind44(msg):
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return None, None
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speed = common.bin2int(d[5:14]) # knots
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direction = common.bin2int(d[14:23]) * 180.0 / 256.0 # degree
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direction = common.bin2int(d[14:23]) * 180 / 256 # degree
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return round(speed, 0), round(direction, 1)
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@ -136,7 +136,7 @@ def hum44(msg):
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if d[49] == "0":
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return None
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hm = common.bin2int(d[50:56]) * 100.0 / 64 # %
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hm = common.bin2int(d[50:56]) * 100 / 64 # %
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return round(hm, 1)
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@ -78,7 +78,7 @@ def roll50(msg):
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if sign:
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value = value - 512
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angle = value * 45.0 / 256.0 # degree
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angle = value * 45 / 256 # degree
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return round(angle, 1)
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@ -102,7 +102,7 @@ def trk50(msg):
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if sign:
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value = value - 1024
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trk = value * 90.0 / 512.0
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trk = value * 90 / 512.0
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# convert from [-180, 180] to [0, 360]
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if trk < 0:
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@ -151,7 +151,7 @@ def rtrk50(msg):
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if sign:
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value = value - 512
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angle = value * 8.0 / 256.0 # degree / sec
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angle = value * 8 / 256 # degree / sec
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return round(angle, 3)
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@ -78,7 +78,7 @@ def hdg53(msg):
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if sign:
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value = value - 1024
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hdg = value * 90.0 / 512.0 # degree
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hdg = value * 90 / 512 # degree
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# convert from [-180, 180] to [0, 360]
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if hdg < 0:
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@ -86,7 +86,7 @@ def hdg60(msg):
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if sign:
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value = value - 1024
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hdg = value * 90 / 512.0 # degree
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hdg = value * 90 / 512 # degree
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# convert from [-180, 180] to [0, 360]
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if hdg < 0:
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@ -35,18 +35,18 @@ ft = 0.3048 # ft -> m
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fpm = 0.00508 # ft/min -> m/s
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inch = 0.0254 # inch -> m
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sqft = 0.09290304 # 1 square foot
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nm = 1852.0 # nautical mile -> m
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nm = 1852 # nautical mile -> m
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lbs = 0.453592 # pound -> kg
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g0 = 9.80665 # m/s2, Sea level gravity constant
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R = 287.05287 # m2/(s2 x K), gas constant, sea level ISA
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p0 = 101325.0 # Pa, air pressure, sea level ISA
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p0 = 101325 # Pa, air pressure, sea level ISA
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rho0 = 1.225 # kg/m3, air density, sea level ISA
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T0 = 288.15 # K, temperature, sea level ISA
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gamma = 1.40 # cp/cv for air
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gamma1 = 0.2 # (gamma-1)/2 for air
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gamma2 = 3.5 # gamma/(gamma-1) for air
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beta = -0.0065 # [K/m] ISA temp gradient below tropopause
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r_earth = 6371000.0 # m, average earth radius
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r_earth = 6371000 # m, average earth radius
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a0 = 340.293988 # m/s, sea level speed of sound ISA, sqrt(gamma*R*T0)
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@ -94,8 +94,8 @@ def distance(lat1, lon1, lat2, lon2, H=0):
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"""
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# phi = 90 - latitude
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phi1 = np.radians(90.0 - lat1)
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phi2 = np.radians(90.0 - lat2)
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phi1 = np.radians(90 - lat1)
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phi2 = np.radians(90 - lat2)
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# theta = longitude
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theta1 = np.radians(lon1)
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@ -158,16 +158,16 @@ def tas2eas(Vtas, H):
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def cas2tas(Vcas, H):
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"""Calibrated Airspeed to True Airspeed"""
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p, rho, T = atmos(H)
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qdyn = p0 * ((1.0 + rho0 * Vcas * Vcas / (7.0 * p0)) ** 3.5 - 1.0)
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Vtas = np.sqrt(7.0 * p / rho * ((1.0 + qdyn / p) ** (2.0 / 7.0) - 1.0))
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qdyn = p0 * ((1 + rho0 * Vcas * Vcas / (7 * p0)) ** 3.5 - 1.0)
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Vtas = np.sqrt(7 * p / rho * ((1 + qdyn / p) ** (2 / 7.0) - 1.0))
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return Vtas
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def tas2cas(Vtas, H):
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"""True Airspeed to Calibrated Airspeed"""
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p, rho, T = atmos(H)
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qdyn = p * ((1.0 + rho * Vtas * Vtas / (7.0 * p)) ** 3.5 - 1.0)
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Vcas = np.sqrt(7.0 * p0 / rho0 * ((qdyn / p0 + 1.0) ** (2.0 / 7.0) - 1.0))
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qdyn = p * ((1 + rho * Vtas * Vtas / (7 * p)) ** 3.5 - 1.0)
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Vcas = np.sqrt(7 * p0 / rho0 * ((qdyn / p0 + 1.0) ** (2 / 7.0) - 1.0))
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return Vcas
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@ -199,7 +199,7 @@ def cprNL(lat: float) -> int:
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nz = 15
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a = 1 - np.cos(np.pi / (2 * nz))
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b = np.cos(np.pi / 180.0 * abs(lat)) ** 2
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b = np.cos(np.pi / 180 * abs(lat)) ** 2
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nl = 2 * np.pi / (np.arccos(1 - a / b))
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NL = floor(nl)
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return NL
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@ -6,7 +6,7 @@ def test_icao():
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def test_interrogator():
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assert allcall.interrogator("5D484FDEA248F5") == 22
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assert allcall.interrogator("5D484FDEA248F5") == "SI6"
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def test_capability():
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