SIMPLE HARMONIC MOTION

Beschreibung

PHYSICS 2 (Simple Harmonic Oscillation) Mindmap am SIMPLE HARMONIC MOTION, erstellt von emptyastea am 07/07/2013.
emptyastea
Mindmap von emptyastea, aktualisiert more than 1 year ago
emptyastea
Erstellt von emptyastea vor etwa 11 Jahre
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Zusammenfassung der Ressource

SIMPLE HARMONIC MOTION
  1. restoring force is directly proportional to displacement from equi. point

    Anmerkungen:

    • F= -kx a= -w^2x 

    Anlagen:

    1. requirements
      1. mass
        1. linear restoring force
        2. characteristic
          1. periodic
            1. same frequency
              1. oscillation - same oscillation
                1. linear restoring force
                2. oscillation loaded spring
                  1. parameters
                    1. displcacement (x)
                      1. amplitude (A)
                        1. period (T)
                          1. frequency (f)
                            1. angular frequency (w)
                              1. phase angle (@)
                              2. kinematics
                                1. displcacement
                                  1. x= A cos @= x[max] cos wt
                                    1. A=x[max]
                                      1. @=wt
                                      2. at x-axis
                                        1. @=wt, w is constant. t is independent (outside the circle)
                                          1. Enter text here
                                          2. velocity
                                            1. -Aw sin wt
                                              1. because the velocity is moving to the left, it have -(ve) sign

                                                Anlagen:

                                                1. we use sin bcoz the @ is on the P point, not Q
                                              2. acceleration
                                                1. do not fixed with time
                                                  1. a=-xw^2, x is displacement
                                                    1. have max acceleration at max -,+(x)
                                                    2. w (angular speed) = the number of radian it move through per second
                                                      1. 2(pai)f, f-is constant in 1 frequency for 1 cycle
                                                        1. 2(Pai)f=2pai/T
                                                      2. system
                                                        1. oscilaltion spring
                                                          1. pendulum
                                                          2. damping, forcing & resonance
                                                            1. damping
                                                              1. forced oscilation & resonance
                                                                1. self-excited vibration
                                                                Zusammenfassung anzeigen Zusammenfassung ausblenden

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