A physics library based on Python.
A Dynamics Physics Library
>> > from phyton import *
>> > distance = m [5 ]
>> > displacement = m [5 , 5 , 5 ]
>> > displacement
(5.0 , 5.0 , 5.0 ) m
>> > distance
5.0 m
>> > displacement .mag
8.660254037844387 m
>> > print (displacement .unit )
m
>> > print (area .unit )
m ^ 2
>> > length = m [5 ]
>> > width = m [3 ]
>> > area = length * width
>> > area
15.0 m ^ 2
>> > from phyton .constants import *
>> > v = (m / s )[10 , 10 ]
>> > v .mag
(14.142135623730951 + 0j ) m / s
>> > t = ms (100 )
>> > d = v * t
>> > d
(1.0 , 1.0 ) m
>> > B = T (10 )
>> > r = m (0.5 )
>> > A = pi * r ** 2
>> > A
0j = (0.7853981633974483 + 0j ) m ^ 2
>> > flux = B * A
>> > flux
0j = (7.853981633974483 + 0j ) Wb
>> > exp3 = e (3 )
>> > exp3
(20.085536923187664 + 0j )
>> > mach
Speed of Sound = (340 + 0j ) m / s
Speed of Sound at 0 ℃ = (331 + 0j ) m / s
Speed of Sound at 20 ℃ = (343 + 0j ) m / s
>> > mach2 = mach (2 )
>> > mach2
(680 + 0j ) m / s
>> > g
Average Gravitational Field Strength of the Earth = (9.80665 + 0j ) m / s ^ 2
GM / R ^ 2 = (9.81997563319173 + 0j ) m / s ^ 2
Minimum g at the Earth Surface = (9.764 + 0j ) m / s ^ 2
Maximum g at the Earth Surface = (9.834 + 0j ) m / s ^ 2
School g Constant = (9.81 + 0j ) m / s ^ 2
SJPO g Constant = (9.8 + 0j ) m / s ^ 2
Secondary School g Constant = (10 + 0j ) m / s ^ 2
Gravitational Field Strength at poles = (9.832 + 0j ) m / s ^ 2
Gravitational Field Strength at φ = 45 ° = (9.806 + 0j ) m / s ^ 2
Gravitational Field Strength at equator = (9.78 + 0j ) m / s ^ 2
>> > g (10 )
Gravitational Field Strength on Earth (at φ = 10 °) = (9.781567991859564 + 0j ) m / s ^ 2