Friday, April 13, 2012

Energi Getaran Harmonis - Definisi, Pengertian, Rumus, Contoh Soal dan Pembahasan

Energi kinetik (Ek) : F = t/T= q/360 = q/2p

Energi potensial (Ep) : DF = F1 - F2
Catatan : 0 £ F £ 1
jika F = 1 ¾ dapat ditulis F = ¾, sehingga q = 2p.¾ = 270°
jika F = 2 1/3 dapat ditulis F = ¾, sehingga q = 2p.¾ = 270°

Energi mekanis (EM) : F = m.ay
F = - mw².y = -K.y

CONTOH GETARAN HARMONIS








Energi Kinetik (Ek)
Energi Potensial (Ep)
Energi Mekanik (EM)
=
=
=
½ m.v² = ½ m.w².A² COS² w.t
½ K.y² = ½ m.w².A² sin² w.t
Ek + Ep = ½ m.w².A²

 











1. Bandul Sederhana2. Benda tergantung pada pegas
Perioda Bandul (T)

T = 2p Ö(l/g)
Tidak tergantung massa benda

Gaya Pemulih (F)

F = w sin q
Periode pegas (T)

T = 2p Ö(m/k)

2. Benda tergantung pada pegas

Contoh 1.
Suatu titik materi bergetar harmonis dan menghasilkan energi kinetik sama dengan tiga kali energi potensialnya. Berapakah sudut simpangan pada saat itu ?

Jawab

Ek 3Ep ® ½ mw²A² cos² q = 3. ½ mw²A² Sin²q

[sin q/cos q]² = 1/3 ® tg q = 1/Ö3 ® q = 30°

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