+++ /dev/null
-# -*- coding: utf-8 -*-
-
-# Adapted from http://positio.rista.net/en/pys60gps/src/KKJWGS84.py
-
-import math
-
-
-# Constants
-# Longitude0 and Center meridian of KKJ bands
-KKJ_ZONE_INFO = { 0: (18.0, 500000.0), \
- 1: (21.0, 1500000.0), \
- 2: (24.0, 2500000.0), \
- 3: (27.0, 3500000.0), \
- 4: (30.0, 4500000.0), \
- 5: (33.0, 5500000.0), \
- }
-
-###########################################################################
-# Function: KKJ_Zone_I
-###########################################################################
-def KKJ_Zone_I(KKJI):
- ZoneNumber = math.floor((KKJI/1000000.0))
- if ZoneNumber < 0 or ZoneNumber > 5:
- ZoneNumber = -1
- return ZoneNumber
-
-###########################################################################
-# Function: KKJ_Zone_Lo
-###########################################################################
-def KKJ_Zone_Lo(KKJlo):
- # determine the zonenumber from KKJ easting
- # takes KKJ zone which has center meridian
- # longitude nearest (in math value) to
- # the given KKJ longitude
- ZoneNumber = 5
- while ZoneNumber >= 0:
- if math.fabs(KKJlo - KKJ_ZONE_INFO[ZoneNumber][0]) <= 1.5:
- break
- ZoneNumber = ZoneNumber - 1
- return ZoneNumber
-
-###########################################################################
-# Function: KKJlalo_to_KKJxy
-###########################################################################
-def KKJlalo_to_KKJxy(INP, ZoneNumber):
- Lo = math.radians(INP['Lo']) - math.radians(KKJ_ZONE_INFO[ZoneNumber][0])
- a = 6378388.0 # Hayford ellipsoid
- f = 1/297.0
- b = (1.0 - f) * a
- bb = b * b
- c = (a / b) * a
- ee = (a * a - bb) / bb
- n = (a - b)/(a + b)
- nn = n * n
- cosLa = math.cos(math.radians(INP['La']))
- NN = ee * cosLa * cosLa
- LaF = math.atan(math.tan(math.radians(INP['La'])) / math.cos(Lo * math.sqrt(1 + NN)))
- cosLaF = math.cos(LaF)
- t = (math.tan(Lo) * cosLaF) / math.sqrt(1 + ee * cosLaF * cosLaF)
- A = a / ( 1 + n )
- A1 = A * (1 + nn / 4 + nn * nn / 64)
- A2 = A * 1.5 * n * (1 - nn / 8)
- A3 = A * 0.9375 * nn * (1 - nn / 4)
- A4 = A * 35/48.0 * nn * n
- OUT = {}
- OUT['P'] = A1 * LaF - \
- A2 * math.sin(2 * LaF) + \
- A3 * math.sin(4 * LaF) - \
- A4 * math.sin(6 * LaF)
- OUT['I'] = c * math.log(t + math.sqrt(1+t*t)) + \
- 500000.0 + ZoneNumber * 1000000.0
- return OUT
-
-###########################################################################
-# Function: KKJxy_to_KKJlalo
-###########################################################################
-def KKJxy_to_KKJlalo(KKJ):
- # Scan iteratively the target area, until find matching
- # KKJ coordinate value. Area is defined with Hayford Ellipsoid.
-
- LALO = {}
- ZoneNumber = KKJ_Zone_I(KKJ['I'])
- MinLa = math.radians(59.0)
- MaxLa = math.radians(70.5)
- MinLo = math.radians(18.5)
- MaxLo = math.radians(32.0)
-
- i = 1
- while (i < 35):
- DeltaLa = MaxLa - MinLa
- DeltaLo = MaxLo - MinLo
- LALO['La'] = math.degrees(MinLa + 0.5 * DeltaLa)
- LALO['Lo'] = math.degrees(MinLo + 0.5 * DeltaLo)
- KKJt = KKJlalo_to_KKJxy(LALO, ZoneNumber)
- if (KKJt['P'] < KKJ['P']):
- MinLa = MinLa + 0.45 * DeltaLa
- else:
- MaxLa = MinLa + 0.55 * DeltaLa
- if (KKJt['I'] < KKJ['I']):
- MinLo = MinLo + 0.45 * DeltaLo
- else:
- MaxLo = MinLo + 0.55 * DeltaLo
- i = i + 1
-
- return LALO
-
-###########################################################################
-# Function: KKJlalo_to_WGS84lalo
-###########################################################################
-def KKJlalo_to_WGS84lalo(KKJ):
- La = KKJ['La']
- Lo = KKJ['Lo']
- dLa = math.radians( 0.124867E+01 + \
- -0.269982E+00 * La + \
- 0.191330E+00 * Lo + \
- 0.356119E-02 * La * La + \
- -0.122312E-02 * La * Lo + \
- -0.335514E-03 * Lo * Lo ) / 3600.0
- dLo = math.radians(-0.286111E+02 + \
- 0.114183E+01 * La + \
- -0.581428E+00 * Lo + \
- -0.152421E-01 * La * La + \
- 0.118177E-01 * La * Lo + \
- 0.826646E-03 * Lo * Lo ) / 3600.0
- WGS = {}
- WGS['La'] = math.degrees(math.radians(KKJ['La']) + dLa)
- WGS['Lo'] = math.degrees(math.radians(KKJ['Lo']) + dLo)
- return WGS
-
-###########################################################################
-# Function: WGS84lalo_to_KKJlalo
-###########################################################################
-def WGS84lalo_to_KKJlalo(WGS):
- La = WGS['La']
- Lo = WGS['Lo']
- dLa = math.radians(-0.124766E+01 + 0.269941E+00 * La + -0.191342E+00 * Lo + -0.356086E-02 * La * La + 0.122353E-02 * La * Lo + 0.335456E-03 * Lo * Lo ) / 3600.0
- dLo = math.radians( 0.286008E+02 + \
- -0.114139E+01 * La + \
- 0.581329E+00 * Lo + \
- 0.152376E-01 * La * La + \
- -0.118166E-01 * La * Lo + \
- -0.826201E-03 * Lo * Lo ) / 3600.0
- KKJ = {}
- KKJ['La'] = math.degrees(math.radians(WGS['La']) + dLa)
- KKJ['Lo'] = math.degrees(math.radians(WGS['Lo']) + dLo)
- return KKJ
-
-###########################################################################
-# Function: KKJxy_to_WGS84lalo
-###########################################################################
-# Input: dictionary with ['P'] is KKJ Northing
-# ['I'] in KKJ Eeasting
-# Output: dictionary with ['La'] is latitude in degrees (WGS84)
-# ['Lo'] is longitude in degrees (WGS84)
-###########################################################################
-def KKJxy_to_WGS84lalo(KKJin):
- KKJz = KKJxy_to_KKJlalo(KKJin)
- WGS = KKJlalo_to_WGS84lalo(KKJz)
- return WGS
-
-###########################################################################
-# Function: WGS84lalo_to_KKJxy
-###########################################################################
-# Input: dictionary with ['La'] is latitude in degrees (WGS84)
-# ['Lo'] is longitude in degrees (WGS84)
-# Output: dictionary with ['P'] is KKJ Northing
-# ['I'] in KKJ Eeasting
-###########################################################################
-def WGS84lalo_to_KKJxy(WGSin):
- KKJlalo = WGS84lalo_to_KKJlalo(WGSin)
- ZoneNumber = KKJ_Zone_Lo(KKJlalo['Lo'])
- KKJxy = KKJlalo_to_KKJxy(KKJlalo, ZoneNumber)
- return KKJxy
-
-###########
-# Test code
-###########
-
-class testCoordinate:
- def __init__(self, x, y, lon, lat):
- self.x = x
- self.y = y
- self.lon = lon
- self.lat = lat
-
-testData = []
-# Test data extracted from example on page
-# http://developer.reittiopas.fi/pages/fi/http-get-interface.php
-testData.append(testCoordinate(2556686, 6682815, 25.02051, 60.2528))
-testData.append(testCoordinate(2546340, 6675352, 24.832, 60.18713))
-testData.append(testCoordinate(2557985, 6685213, 25.04465, 60.27414))
-testData.append(testCoordinate(2556532, 6682578, 25.01767, 60.2507))
-testData.append(testCoordinate(2524959, 6686629, 24.44804, 60.2902))
-testData.append(testCoordinate(2559094, 6693721, 25.06718, 60.35033))
-testData.append(testCoordinate(2556861, 6683030, 25.02373, 60.25471))
-testData.append(testCoordinate(2556888, 6682971, 25.0242, 60.25417))
-testData.append(testCoordinate(2560257, 6698983, 25.08981, 60.39737))
-testData.append(testCoordinate(2562518, 6686969, 25.12709, 60.28923))
-testData.append(testCoordinate(2536615, 6673635, 24.65643, 60.1727))
-testData.append(testCoordinate(2559118, 6693833, 25.06764, 60.35133))
-testData.append(testCoordinate(2559182, 6693629, 25.06874, 60.34949))
-testData.append(testCoordinate(2556947, 6682640, 25.02518, 60.25119))
-testData.append(testCoordinate(2556822, 6682723, 25.02294, 60.25196))
-testData.append(testCoordinate(2559089, 6693605, 25.06705, 60.34929))
-testData.append(testCoordinate(2546445, 6675512, 24.83393, 60.18855))
-testData.append(testCoordinate(2556964, 6682609, 25.02547, 60.25091))
-testData.append(testCoordinate(2556740, 6682861, 25.0215, 60.25321))
-testData.append(testCoordinate(2559002, 6694007, 25.06559, 60.35291))
-
-
-def testKKJxytoWGS84lalo(x, y):
- test = { 'P': y, 'I': x }
- result = KKJxy_to_WGS84lalo(test)
- return [result['Lo'], result['La']]
-
-testsPass = True
-
-# Test transforming from KKJxy to WGS84latlon
-for t in testData:
- [lon, lat] = testKKJxytoWGS84lalo(t.x, t.y)
- if math.fabs(t.lon - lon) < 0.001 and math.fabs(t.lat - lat) < 0.001:
- pass
- else:
- print "Got: (",lon,lat,"), expected: (",t.lon,t.lat,")"
- testsPass = False
-
-if testsPass:
- print "All tests in testKKJxytoWGS84lalo passed"
-
-
-def testWGS84lalotoKKJxy(lon, lat):
- test = { 'La': lat, 'Lo': lon }
- result = WGS84lalo_to_KKJxy(test)
- return [result['I'], result['P']]
-
-testsPass = True
-
-# Test transforming from WGS84latlon to KKJxy
-for t in testData:
- [x, y] = testWGS84lalotoKKJxy(t.lon, t.lat)
- if abs(t.x - x) < 2 and abs(t.y - y) < 2:
- pass
- else:
- print "Got: (",x,y,"), expected: (",t.x,t.y,")"
- testsPass = False
-
-if testsPass:
- print "All tests in testWGS84lalotoKKJxy passed"
--- /dev/null
+# -*- coding: utf-8 -*-
+
+# Adapted from http://positio.rista.net/en/pys60gps/src/KKJWGS84.py
+
+import math
+
+
+# Constants
+# Longitude0 and Center meridian of KKJ bands
+KKJ_ZONE_INFO = { 0: (18.0, 500000.0), \
+ 1: (21.0, 1500000.0), \
+ 2: (24.0, 2500000.0), \
+ 3: (27.0, 3500000.0), \
+ 4: (30.0, 4500000.0), \
+ 5: (33.0, 5500000.0), \
+ }
+
+###########################################################################
+# Function: KKJ_Zone_I
+###########################################################################
+def KKJ_Zone_I(KKJI):
+ ZoneNumber = math.floor((KKJI/1000000.0))
+ if ZoneNumber < 0 or ZoneNumber > 5:
+ ZoneNumber = -1
+ return ZoneNumber
+
+###########################################################################
+# Function: KKJ_Zone_Lo
+###########################################################################
+def KKJ_Zone_Lo(KKJlo):
+ # determine the zonenumber from KKJ easting
+ # takes KKJ zone which has center meridian
+ # longitude nearest (in math value) to
+ # the given KKJ longitude
+ ZoneNumber = 5
+ while ZoneNumber >= 0:
+ if math.fabs(KKJlo - KKJ_ZONE_INFO[ZoneNumber][0]) <= 1.5:
+ break
+ ZoneNumber = ZoneNumber - 1
+ return ZoneNumber
+
+###########################################################################
+# Function: KKJlalo_to_KKJxy
+###########################################################################
+def KKJlalo_to_KKJxy(INP, ZoneNumber):
+ Lo = math.radians(INP['Lo']) - math.radians(KKJ_ZONE_INFO[ZoneNumber][0])
+ a = 6378388.0 # Hayford ellipsoid
+ f = 1/297.0
+ b = (1.0 - f) * a
+ bb = b * b
+ c = (a / b) * a
+ ee = (a * a - bb) / bb
+ n = (a - b)/(a + b)
+ nn = n * n
+ cosLa = math.cos(math.radians(INP['La']))
+ NN = ee * cosLa * cosLa
+ LaF = math.atan(math.tan(math.radians(INP['La'])) / math.cos(Lo * math.sqrt(1 + NN)))
+ cosLaF = math.cos(LaF)
+ t = (math.tan(Lo) * cosLaF) / math.sqrt(1 + ee * cosLaF * cosLaF)
+ A = a / ( 1 + n )
+ A1 = A * (1 + nn / 4 + nn * nn / 64)
+ A2 = A * 1.5 * n * (1 - nn / 8)
+ A3 = A * 0.9375 * nn * (1 - nn / 4)
+ A4 = A * 35/48.0 * nn * n
+ OUT = {}
+ OUT['P'] = A1 * LaF - \
+ A2 * math.sin(2 * LaF) + \
+ A3 * math.sin(4 * LaF) - \
+ A4 * math.sin(6 * LaF)
+ OUT['I'] = c * math.log(t + math.sqrt(1+t*t)) + \
+ 500000.0 + ZoneNumber * 1000000.0
+ return OUT
+
+###########################################################################
+# Function: KKJxy_to_KKJlalo
+###########################################################################
+def KKJxy_to_KKJlalo(KKJ):
+ # Scan iteratively the target area, until find matching
+ # KKJ coordinate value. Area is defined with Hayford Ellipsoid.
+
+ LALO = {}
+ ZoneNumber = KKJ_Zone_I(KKJ['I'])
+ MinLa = math.radians(59.0)
+ MaxLa = math.radians(70.5)
+ MinLo = math.radians(18.5)
+ MaxLo = math.radians(32.0)
+
+ i = 1
+ while (i < 35):
+ DeltaLa = MaxLa - MinLa
+ DeltaLo = MaxLo - MinLo
+ LALO['La'] = math.degrees(MinLa + 0.5 * DeltaLa)
+ LALO['Lo'] = math.degrees(MinLo + 0.5 * DeltaLo)
+ KKJt = KKJlalo_to_KKJxy(LALO, ZoneNumber)
+ if (KKJt['P'] < KKJ['P']):
+ MinLa = MinLa + 0.45 * DeltaLa
+ else:
+ MaxLa = MinLa + 0.55 * DeltaLa
+ if (KKJt['I'] < KKJ['I']):
+ MinLo = MinLo + 0.45 * DeltaLo
+ else:
+ MaxLo = MinLo + 0.55 * DeltaLo
+ i = i + 1
+
+ return LALO
+
+###########################################################################
+# Function: KKJlalo_to_WGS84lalo
+###########################################################################
+def KKJlalo_to_WGS84lalo(KKJ):
+ La = KKJ['La']
+ Lo = KKJ['Lo']
+ dLa = math.radians( 0.124867E+01 + \
+ -0.269982E+00 * La + \
+ 0.191330E+00 * Lo + \
+ 0.356119E-02 * La * La + \
+ -0.122312E-02 * La * Lo + \
+ -0.335514E-03 * Lo * Lo ) / 3600.0
+ dLo = math.radians(-0.286111E+02 + \
+ 0.114183E+01 * La + \
+ -0.581428E+00 * Lo + \
+ -0.152421E-01 * La * La + \
+ 0.118177E-01 * La * Lo + \
+ 0.826646E-03 * Lo * Lo ) / 3600.0
+ WGS = {}
+ WGS['La'] = math.degrees(math.radians(KKJ['La']) + dLa)
+ WGS['Lo'] = math.degrees(math.radians(KKJ['Lo']) + dLo)
+ return WGS
+
+###########################################################################
+# Function: WGS84lalo_to_KKJlalo
+###########################################################################
+def WGS84lalo_to_KKJlalo(WGS):
+ La = WGS['La']
+ Lo = WGS['Lo']
+ dLa = math.radians(-0.124766E+01 + 0.269941E+00 * La + -0.191342E+00 * Lo + -0.356086E-02 * La * La + 0.122353E-02 * La * Lo + 0.335456E-03 * Lo * Lo ) / 3600.0
+ dLo = math.radians( 0.286008E+02 + \
+ -0.114139E+01 * La + \
+ 0.581329E+00 * Lo + \
+ 0.152376E-01 * La * La + \
+ -0.118166E-01 * La * Lo + \
+ -0.826201E-03 * Lo * Lo ) / 3600.0
+ KKJ = {}
+ KKJ['La'] = math.degrees(math.radians(WGS['La']) + dLa)
+ KKJ['Lo'] = math.degrees(math.radians(WGS['Lo']) + dLo)
+ return KKJ
+
+###########################################################################
+# Function: KKJxy_to_WGS84lalo
+###########################################################################
+# Input: dictionary with ['P'] is KKJ Northing
+# ['I'] in KKJ Eeasting
+# Output: dictionary with ['La'] is latitude in degrees (WGS84)
+# ['Lo'] is longitude in degrees (WGS84)
+###########################################################################
+def KKJxy_to_WGS84lalo(KKJin):
+ KKJz = KKJxy_to_KKJlalo(KKJin)
+ WGS = KKJlalo_to_WGS84lalo(KKJz)
+ return WGS
+
+###########################################################################
+# Function: WGS84lalo_to_KKJxy
+###########################################################################
+# Input: dictionary with ['La'] is latitude in degrees (WGS84)
+# ['Lo'] is longitude in degrees (WGS84)
+# Output: dictionary with ['P'] is KKJ Northing
+# ['I'] in KKJ Eeasting
+###########################################################################
+def WGS84lalo_to_KKJxy(WGSin):
+ KKJlalo = WGS84lalo_to_KKJlalo(WGSin)
+ ZoneNumber = KKJ_Zone_Lo(KKJlalo['Lo'])
+ KKJxy = KKJlalo_to_KKJxy(KKJlalo, ZoneNumber)
+ return KKJxy
+
+###########
+# Test code
+###########
+
+class testCoordinate:
+ def __init__(self, x, y, lon, lat):
+ self.x = x
+ self.y = y
+ self.lon = lon
+ self.lat = lat
+
+testData = []
+# Test data extracted from example on page
+# http://developer.reittiopas.fi/pages/fi/http-get-interface.php
+testData.append(testCoordinate(2556686, 6682815, 25.02051, 60.2528))
+testData.append(testCoordinate(2546340, 6675352, 24.832, 60.18713))
+testData.append(testCoordinate(2557985, 6685213, 25.04465, 60.27414))
+testData.append(testCoordinate(2556532, 6682578, 25.01767, 60.2507))
+testData.append(testCoordinate(2524959, 6686629, 24.44804, 60.2902))
+testData.append(testCoordinate(2559094, 6693721, 25.06718, 60.35033))
+testData.append(testCoordinate(2556861, 6683030, 25.02373, 60.25471))
+testData.append(testCoordinate(2556888, 6682971, 25.0242, 60.25417))
+testData.append(testCoordinate(2560257, 6698983, 25.08981, 60.39737))
+testData.append(testCoordinate(2562518, 6686969, 25.12709, 60.28923))
+testData.append(testCoordinate(2536615, 6673635, 24.65643, 60.1727))
+testData.append(testCoordinate(2559118, 6693833, 25.06764, 60.35133))
+testData.append(testCoordinate(2559182, 6693629, 25.06874, 60.34949))
+testData.append(testCoordinate(2556947, 6682640, 25.02518, 60.25119))
+testData.append(testCoordinate(2556822, 6682723, 25.02294, 60.25196))
+testData.append(testCoordinate(2559089, 6693605, 25.06705, 60.34929))
+testData.append(testCoordinate(2546445, 6675512, 24.83393, 60.18855))
+testData.append(testCoordinate(2556964, 6682609, 25.02547, 60.25091))
+testData.append(testCoordinate(2556740, 6682861, 25.0215, 60.25321))
+testData.append(testCoordinate(2559002, 6694007, 25.06559, 60.35291))
+
+
+def testKKJxytoWGS84lalo(x, y):
+ test = { 'P': y, 'I': x }
+ result = KKJxy_to_WGS84lalo(test)
+ return [result['Lo'], result['La']]
+
+testsPass = True
+
+# Test transforming from KKJxy to WGS84latlon
+for t in testData:
+ [lon, lat] = testKKJxytoWGS84lalo(t.x, t.y)
+ if math.fabs(t.lon - lon) < 0.001 and math.fabs(t.lat - lat) < 0.001:
+ pass
+ else:
+ print "Got: (",lon,lat,"), expected: (",t.lon,t.lat,")"
+ testsPass = False
+
+if testsPass:
+ print "All tests in testKKJxytoWGS84lalo passed"
+
+
+def testWGS84lalotoKKJxy(lon, lat):
+ test = { 'La': lat, 'Lo': lon }
+ result = WGS84lalo_to_KKJxy(test)
+ return [result['I'], result['P']]
+
+testsPass = True
+
+# Test transforming from WGS84latlon to KKJxy
+for t in testData:
+ [x, y] = testWGS84lalotoKKJxy(t.lon, t.lat)
+ if abs(t.x - x) < 2 and abs(t.y - y) < 2:
+ pass
+ else:
+ print "Got: (",x,y,"), expected: (",t.x,t.y,")"
+ testsPass = False
+
+if testsPass:
+ print "All tests in testWGS84lalotoKKJxy passed"
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