Forces Flashcards

types of forces centre of gravity turning effects of forces equilibrium of forces upthrust

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1
Q

Hooke’s law

A

magnitude of force F exerted by a spring on a body attached to the spring is proportional to the extension x of the spring from equilibrium provided the limit of proportionality of the spring is not exceeded

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2
Q

formula of force exerted on a spring

A

F =kx
F load/force applied to the material [N]
k spring constant/restoring force constant [N m-¹]
x extension/compression of the spring [m]

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3
Q

formula for elastic potential energy

A

Work done by F in stretching/compressing spring = 1/2 k x²

elastic potential energy stored = area under F-x graph

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4
Q

spring in series and parallel

A

series: total extension is doubled

parallel : each spring F is halved

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5
Q

pressure is defined as force per unit area

A

P= F/A
P pressure applied [Pa or N m-²]
F load /force applied
A area of object in contact with the surface [m²]

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6
Q

Pressure due to Fluid at a point

A

p =hρg
h vertical depth from surface of the liquid
ρ density of fluid
g gravitational acceleration

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7
Q

total pressure on fluid at depth h

A

Ptotal = Patm + Pfluid

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8
Q

Upthrust acting on an object in a fluid

A

net upward force exerted by the fluid due to the pressure difference on the upper and lower surface areas of the object

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9
Q

net vertical fluid force , Upthrust U

A

U= Ρfluid Vfluid displaced g
= Mfluid displaced g
= Wfluid displaced

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10
Q

Archimedes Principle ( calculation of upthrust)

A

the upthrust acting on a body, partially or totally immersed in a fluid is equal to the weight of the fluid displaced by the body

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11
Q

Law of flotation U=Wobject

A

when an object floats in equilibrium, the weight of the fluid displaced by the object ( i.e. upthrust) equals the weight of that object

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12
Q

centre of gravity of an object

A

point through which the entire weight of a body acts

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13
Q

Moment of a force ( torque of force) about a point

A

turning effect of the force about that point and is equal to the product of that force and the perpendicular distance from its line of action to that point

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14
Q

moment of F about O

A

τ about o = F × d
τ about o turning moment [N m]
F magnitude of the force [N]
d perpendicular distance from the line of action of the force to the axis [m]

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15
Q

A couple

A

a pair of force of equal magnitude but opposite in direction acting on an object where their lines of action do not coincide producing only rotation

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16
Q

torque of a couple

τ couple = F d perpendicular

A

product of one of the forces and the perpendicular distance between the line of action of the force

17
Q

conditions for an object to be in equilibrium

A
  1. no resultant force in any direction ΣFx=0 ΣFy=0

2. no resultant torque Στ=0

18
Q

Translational equilibrium

A

Newton’s first law
every object remains in its state of rest or move with uniform speed in a straight line unless a resultant external force acts on it

19
Q

Rotational equilibrium

A

principle of moments
for an object to be in rotational equilibrium, the sum of clockwise moments about any pivot must equal the sum of anti clockwise moments about that pivot