Notizen
Work - created from Mind Map

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Work/Energy Theorem
Only true when ΣF= Ma
Plug this and Newton's 2nd law into the definition for work and then integrate
ΔKE
Scalar
M=Kg
V^2=((m/^2)/(s^2))
Joule
Scalar
N
ΔxCos θ
Joule
When a⊥v, only direction is changed since Cos(90) = 0
Work is only done by a force when parts of F are F∥Δx
Conservative Forces
Depends only on end points A and B, not the specific path i.e not path dependent
Gravity
Springs
Non-conservative forces
Are path dependent, since they are velocity dependent
Drag
Kinetic Friction


The a is just a rearrangement of the calculus behind what acceleration is.
Observe that we have assumed that the body's mass does not change while the force is being applied so that we can remove it from under the integral.
http://youtu.be/2WS1sG9fhOk (Einbetten)
http://youtu.be/3mier94pbnU (Einbetten)
http://youtu.be/kw_4Loo1HR4 (Einbetten)
http://www.youtube.com/watch?v=YvacYWgygaA (Einbetten)
Work
Annotations
Supplementary videos
Informationen
- Beschreibung
- Notiz am Work - created from Mind Map, erstellt von Michael Bueno7256 am 19/11/2014.
- Erstellt von
- Michael Bueno7256
- Aufrufe
- 13
- Verlauf
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- Erstellt von Michael Bueno7256 · 19 Nov 2014
- Zu Notiz kopiert von Michael Bueno7256 · 19 Nov 2014
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