Formula Rio Ondas Y Calor
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FORMULARIO ONDAS Y CALOR MOVIMIENTO ARMÓNICO SIMPLE
x=Acos ωt+ ∅
v=lamdaf
v=ωA sen(ωt+ ∅)
v=lamdaT
k=ω2m
a=-ω2A cos(ωt+ ∅)
ω=2πT
k=4πIT2
v= ωA2-X2
ω=vmaxA
A=l Senθ
a= -ω2x
ω= km
UR= 12kx2
vmax=-ωA
T=2πImgd
K=12mv2
amax= -ω2A
T=2πlg
E=K+UR
∅= cos-1xA
T=2πIk
E=12KA2
T=1f
Fmax=mamax
I=T2mgd4π
f=1T f=ω2π ω=2πf
F= -kx k=Fx
MOVIMIENTO ONDULATORIO
lamda=2πk y=A Sen (kx∓ωt+ ∅)
v=Tμ
v=ωACos kx∓ωt+∅
T=v2μ
a=-ω2ASen(kx∓ωt+∅)
μ=ml
k=2πlamda
μ=Tv2 P= 12μω2A2v ω=2PμA2v A= 2Pμω2v
x=Acos ωt+ ∅
v=lamdaf
v=ωA sen(ωt+ ∅)
v=lamdaT
k=ω2m
a=-ω2A cos(ωt+ ∅)
ω=2πT
k=4πIT2
v= ωA2-X2
ω=vmaxA
A=l Senθ
a= -ω2x
ω= km
UR= 12kx2
vmax=-ωA
T=2πImgd
K=12mv2
amax= -ω2A
T=2πlg
E=K+UR
∅= cos-1xA
T=2πIk
E=12KA2
T=1f
Fmax=mamax
I=T2mgd4π
f=1T f=ω2π ω=2πf
F= -kx k=Fx
MOVIMIENTO ONDULATORIO
lamda=2πk y=A Sen (kx∓ωt+ ∅)
v=Tμ
v=ωACos kx∓ωt+∅
T=v2μ
a=-ω2ASen(kx∓ωt+∅)
μ=ml
k=2πlamda
μ=Tv2 P= 12μω2A2v ω=2PμA2v A= 2Pμω2v
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