Fluid Mechanics I Flashcards

1
Q

relationship between displacement (x) and velocity (v) and acceleration (a) in linear motion?

A

v is the derivative of x wrt to time and a is the derivative of v wrt to time

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2
Q

relationship between angular displacement (theta) and angular velocity (w)

A

w is the derivative of theta with respect to time

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3
Q

units of angular displacement

A

radians

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4
Q

relationship between displacement (delta x) and angular displacement

A

angular displacement- theta

delta x is theta times by delta radius

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5
Q

relationship between displacement (delta x) and velocity

A

velocity is the derivative of displacement (represented by rw)

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6
Q

equation for acceleration in angular motion

A

velocity squared over radius

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7
Q

equation for momentum

A

mass x velocity

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8
Q

newtons first law- law of inertia

A

if sum of F=0, then a=0

object will stay at rest or constant velocity unless acted upon by unbalanced force

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9
Q

newtons second law

A

sum of all forces on a body is proportional to acceleration. constant of proportionality is inertial mass

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10
Q

how is work done and the equation and the units

A

work is done when a force moves its point in direction of the force
W= Fscos(x)
Units: Joules or Newton metres

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11
Q

define power and units

A

amount of work done with respect to time (derivative of work done)
Units: Watts or Js-1

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12
Q

define impulse

A

the change in momentum, it is also the integral of F(total) with respect to time

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13
Q

equation for pressure and units

A

force/area

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14
Q

define ‘shear stress’ (tao)

A

tangential force that acts parallel to the surface of a force

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15
Q

static fluid pressure equation

A

densitygheight

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16
Q

what is static fluid pressure independent of?

A

shape, surface area, total mass of liquid

17
Q

equation for volumetric flow rate and units

A

cross sectional x volume (Av)

Units: m^3s^-1

18
Q

mass flow rate equation and units

A

density* cross sectional area * volume (pAv)

Units: kgs^-1

19
Q

when is a fluid in-compressible? How does it affect the continuity equation

A

when its density remains constant

volumetric flow rate= Av