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λ
y(x,t)
X
Vp
y[x, t-(d / Vp)]
d
y (x,t)
t=0 t [s]
X
y(x,t)y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,05T t [s]
X
y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,10T t [s]
X
y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,15T t [s]
Xy(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,20T t [s]
X y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,25T
Xy(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,30T
Xy(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,35T t [s]
X
y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,40T t [s]
X
y(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,45T t [s]
X
y(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,50T t [s]
Xy(x,t)
y[x, t-(d / Vp)]d
Vp
t=0,55T t [s]
Xy(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,60T t [s]
Xy(x,t)
y[x, t-(d / Vp)]
d
Vp
t=0,65T t [s]
X y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,70T t [s]
X
y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,75T t [s]
X
y(x,t)
y[x, t-(d / Vp)]
d
Vp
y (x,t)
t=0,80T t [s]
X
y(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,85T t [s]
X
y(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,90T t [s]
X
y(x,t)
y[x, t-(d / Vp)]d
Vp
y (x,t)
t=0,95T t [s]
Vp * Ty(x,t)
Xy[x, t-(d / Vp)]
Vp
y (x,t)
Si x = 0, entonces y(0,t) = A·Cos(w·t)
Para la partícula a una distancia d ocurren los eventos de la misma manera pero en un instante después Δt = d/Vp
t = T t [s]
![Using GPUs for the Boundary Element Method · Boundary Element Method - Matrix Formulation ‣Apply for all boundary elements at 3 Γ j x = x i x 0 x 1 x 2 x 3 x = x i [A] {X } =[B](https://static.fdocument.org/doc/165x107/5fce676661601b3416186b00/using-gpus-for-the-boundary-element-method-boundary-element-method-matrix-formulation.jpg)
