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Showing results 1-12 of 25 on page 1 of 3.
Title
(created
)
Formula
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
Exercises
#
Owner
Attributes
Action
AG
Zentripetalkraft Lorentzkraft Spannung kinetische Energie
U
=
E
q
U = \dfrac{E}{q}
U
=
q
E
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
F
=
q
v
B
F = qvB
F
=
q
v
B
F
=
m
v
2
r
F = m\dfrac{v^2}{r}
F
=
m
r
v
2
View Exercises
3
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/zentripetalkraft-lorentzkraft-spannung-kinetische-energie/
AG
Energieerhaltung P=K
∑
E
t
o
t
=
!
∑
E
t
o
t
′
\sum E_{\scriptscriptstyle\rm tot} \stackrel{!}{=} \sum E_{\scriptscriptstyle\rm tot}'
∑
E
tot
=
!
∑
E
tot
′
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
E
p
o
t
=
m
g
h
E_{\rm \scriptscriptstyle pot} = mgh
E
p
o
t
=
m
g
h
View Exercises
4
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/energieerhaltung-pk/
AG
Geschwindigkeitsverhältnis und Temperaturverhältnis
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
E
k
=
f
2
k
B
T
E_k = \dfrac{f}{2} k_B T
E
k
=
2
f
k
B
T
View Exercises
4
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/geschwindigkeitsverhaltnis-und-temperaturverhaltnis/
AG
Geschwindigkeitsverhältnis proportional Massenverhältnis
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
E
k
=
f
2
k
B
T
E_k = \dfrac{f}{2} k_B T
E
k
=
2
f
k
B
T
View Exercises
2
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/geschwindigkeitsverhaltnis-proportional-massenverhaltnis/
AG
Kinetische Energie, Wirkungsgrad, spezifische Energie
η
=
a
A
\eta = \dfrac{a}{A}
η
=
A
a
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
E
=
m
⋅
E
^
E = m \cdot \hat E
E
=
m
⋅
E
^
View Exercises
3
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/kinetische-energie-wirkungsgrad-spezifische-energie/
AG
Dopplereffekt und kinetische Energie
f
B
=
f
S
⋅
c
±
v
B
c
∓
v
S
f_B = f_S \cdot \frac{c\pm v_B}{c\mp v_S}
f
B
=
f
S
⋅
c
∓
v
S
c
±
v
B
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
View Exercises
1
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/dopplereffekt-und-kinetische-energie/
AG
Lorentzkraft und kinetische Energie
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
F
=
q
v
B
F = qvB
F
=
q
v
B
View Exercises
1
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/lorentzkraft-und-kinetische-energie/
AG
Spannung und kinetische Energie
U
=
E
q
U = \dfrac{E}{q}
U
=
q
E
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
View Exercises
4
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/spannung-und-kinetische-energie/
AG
Energieerhaltung K=P+K
∑
E
t
o
t
=
!
∑
E
t
o
t
′
\sum E_{\scriptscriptstyle\rm tot} \stackrel{!}{=} \sum E_{\scriptscriptstyle\rm tot}'
∑
E
tot
=
!
∑
E
tot
′
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
E
p
o
t
=
m
g
h
E_{\rm \scriptscriptstyle pot} = mgh
E
p
o
t
=
m
g
h
View Exercises
5
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/energieerhaltung-kpk/
AG
Leistung und kinetische Energie
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
P
=
E
t
=
W
t
=
Q
t
P = \dfrac{E}{t} = \dfrac{W}{t} = \dfrac{Q}{t}
P
=
t
E
=
t
W
=
t
Q
View Exercises
9
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/leistung-und-kinetische-energie/
AG
Fluchtgeschwindigkeit
F
=
G
m
1
m
2
r
2
F = G \dfrac{m_1m_2}{r^2}
F
=
G
r
2
m
1
m
2
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
View Exercises
6
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/fluchtgeschwindigkeit/
AG
Kinetische Energie und Impuls
p
=
m
v
p = mv
p
=
m
v
E
k
i
n
=
1
2
m
v
2
E_{\rm \scriptscriptstyle kin} = \dfrac12 mv^2
E
kin
=
2
1
m
v
2
View Exercises
6
TeX
\TeX
T
E
X
ercises
https://texercises.com/collection/kinetische-energie-und-impuls/
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