The net force acting on an object is F = -mg – mbv2 where the drag force f = -mbv2, m is the mass of an object, (b and g are constants), (The initial condition are: at to = 0; xo = 0; vo =0) Find an expression represents a relation between the velocity and the position.
The net force acting on an object is F = -mg – mbv2 where the drag force f = -mbv2, m is the mass of an object, (b and g are constants), (The initial condition are: at to = 0; xo = 0; vo =0) Find an expression represents a relation between the velocity and the position.
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Transcribed Image Text:1
-2bx – 1)
v = 7
g
v = 7
-2x – 1)
Transcribed Image Text:The net force acting on an object is
F = -mg – mbv?
where the drag force f = -mbv2, m is the mass of an
object, (b and g are constants),
(The initial condition are: at to = 0; xo = 0; vo =0)
Find an expression represents a relation between
the velocity and the position.
v = 7
g
(e-2bx – 1)
%3D
g
v = 7
(e-bx – 1)
|
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