traveled path
s (t) =
φ (t) r
s (t)
[m]
=
φ (t) afgelegde hoek in rad
φ (t)
[rad]
=
r
[m]
=
orbit speed
v = (2 π r) / T
v
[m s
-1
]
=
r
[m]
=
T
[s]
=
travelled angle
φ (t) = ω t
φ (t)
[rad]
=
ω
[rad s
-1
]
=
t
[s]
=
travelling velocity
ω = 2
π / T
ω
[rad s
-1
]
=
T
[s]
=
orbit and angular velocity
v = ω r
v
[m s
-1
]
=
ω
[rad s
-1
]
=
r
[m]
=
centripetal acceleration
a
mpz
= v
2
/ r
a
mpz
[m s
-2
]
=
v
[m s
-1
]
=
r
[m]
=
centripetal acceleration
a
mpz
= ω
2
r
a
mpz
[m s
-2
]
=
ω
[rad s
-1
]
=
r
[m]
=
centripetal Force
F
mpz
= m v
2
/ r
F
mpz
[N]
=
m
[kg]
=
v
[m s
-1
]
=
r
[m]
=
centripetal Force
F
mpz
= m ω
2
r
F
mpz
[N]
=
m
[kg]
=
ω
[rad s
-1
]
=
r
[m]
=