Dav*_*vid 15 python angle format-conversion degrees unit-conversion
你如何在Python中将十进制度转换为度数分钟秒?有没有已经写过的公式?
Pau*_*McG 15
这正是divmod为此发明的:
>>> def decdeg2dms(dd):
... mnt,sec = divmod(dd*3600,60)
... deg,mnt = divmod(mnt,60)
... return deg,mnt,sec
>>> dd = 45 + 30.0/60 + 1.0/3600
>>> print dd
45.5002777778
>>> decdeg2dms(dd)
(45.0, 30.0, 1.0)
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Eri*_*k L 10
这是我基于Paul McGuire的更新版本.这个应该正确处理负面.
def decdeg2dms(dd):
is_positive = dd >= 0
dd = abs(dd)
minutes,seconds = divmod(dd*3600,60)
degrees,minutes = divmod(minutes,60)
degrees = degrees if is_positive else -degrees
return (degrees,minutes,seconds)
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小智 8
如果要正确处理负数,则将第一个非零度量设置为负数.与通常的做法相反,将所有度,分和秒指定为负数(维基百科显示40°26.7717,-79°56.93172作为度 - 分表示法的有效示例,其中度为负数且分钟没有符号),如果度数部分为0,则将度数设置为负数没有任何影响.这是一个根据Paul McGuire和baens的函数充分处理这个问题的函数:
def decdeg2dms(dd):
negative = dd < 0
dd = abs(dd)
minutes,seconds = divmod(dd*3600,60)
degrees,minutes = divmod(minutes,60)
if negative:
if degrees > 0:
degrees = -degrees
elif minutes > 0:
minutes = -minutes
else:
seconds = -seconds
return (degrees,minutes,seconds)
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只需几次* 60乘法和几次int截断,即:
>>> decdegrees = 31.125
>>> degrees = int(decdegrees)
>>> temp = 60 * (decdegrees - degrees)
>>> minutes = int(temp)
>>> seconds = 60 * (temp - minutes)
>>> print degrees, minutes, seconds
31 7 30.0
>>>
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小智 5
这是我的Python代码:
\n\ndef DecimaltoDMS(Decimal):\n d = int(Decimal)\n m = int((Decimal - d) * 60)\n s = (Decimal - d - m/60) * 3600.00\n z= round(s, 2)\n if d >= 0:\n print ("N ", abs(d), "\xc2\xba ", abs(m), "\' ", abs(z), \'" \')\n else:\n print ("S ", abs(d), "\xc2\xba ", abs(m), "\' ", abs(z), \'" \')\nRun Code Online (Sandbox Code Playgroud)\n
改进@chqrlie 答案:
\n\n def deg_to_dms(deg, type=\'lat\'):\n decimals, number = math.modf(deg)\n d = int(number)\n m = int(decimals * 60)\n s = (deg - d - m / 60) * 3600.00\n compass = {\n \'lat\': (\'N\',\'S\'),\n \'lon\': (\'E\',\'W\')\n }\n compass_str = compass[type][0 if d >= 0 else 1]\n return \'{}\xc2\xba{}\\\'{:.2f}"{}\'.format(abs(d), abs(m), abs(s), compass_str)\nRun Code Online (Sandbox Code Playgroud)\n
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