Force with pressure

A plane sound wave p = p o c o s ( ω t k x ) p=p_{o}cos(\omega t-kx) passing through a medium. A small cube of side a 'a' is fixed at a point inside medium having four sides parallel to direction of wave propagation. The net force acting on the cube due to pressure variation is directly proportional to

s i n 2 ( ω t k x ) sin^{2}(\omega t-kx) None s i n ( ω t k x ) sin(\omega t-kx) c o s 2 ( ω t k x ) cos^{2}(\omega t-kx) c o s ( ω t k x ) cos(\omega t-kx)

This section requires Javascript.
You are seeing this because something didn't load right. We suggest you, (a) try refreshing the page, (b) enabling javascript if it is disabled on your browser and, finally, (c) loading the non-javascript version of this page . We're sorry about the hassle.

1 solution

Tanishq Varshney
May 21, 2015

d F = d P ( A ) dF=dP(A) , A A is area

d F = a 2 d x d P d x \huge{dF=a^{2}dx\frac{dP}{dx}}

F α s i n ( ω t k x ) F \quad \alpha\quad sin(\omega t-kx)

Very simple ....., atleast don't deserve level-4

Nishu sharma - 6 years ago

Log in to reply

i posted it as a level 2 problem, how level 4???

Tanishq Varshney - 6 years ago

Log in to reply

I have edited the level to 2. As some people would solve it the level would appear on the problem.

Sudeep Salgia - 6 years ago

Zoom it

Nishu sharma - 6 years ago

0 pending reports

×

Problem Loading...

Note Loading...

Set Loading...