Physics Flashcards

(37 cards)

1
Q

Physics

A

science that deals with the structure of matter and the interactions between the fundamental consistent of the observable universe. Concerned with all aspect of nature on the scales.

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2
Q

gravity

A

is a nature phenomenon by which all things with mass or energy brought towards another. 9.81

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3
Q

newtonian mechanics

A

based on newtons law of motion. Works well for modestly sized objects moving at moderate speed.

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4
Q

Distance

A

total path length/how far travelled s x t

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5
Q

Displacement

A

net change in position d=vt. xf-xi+ 1/2(vi x vf)t (average velocity). xf-xi= Vit+1/2at^2 (acceleration with time). Vf^2= Vi^2+2a(xf-xi)

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6
Q

velocity

A

rate change of displacement Vi + at

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7
Q

friction

A

When a body is in motion on a surface or in a viscous medium there is resistance to this motion. How high and low the friction is will depend on the coefficient. The lower this value the more slippery the surface becomes.

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8
Q

SI units

A

the international system of units.

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9
Q

work

A

when force is acted upon an object to cause displacement of that object. Work is the transfer energy to the system.W= Fdcos0

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10
Q

Kinetic energy

A

energy of motion KE= 1/2mv^2

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11
Q

motions in 2 dimension

A

motion is only one dimension so we need to consider other dimensions. r= xi+yj

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12
Q

Potential energy

A

An object with kinetic energy has the capacity to do work on another object, but if the object is nor yet in motion, i.e the kinetic energy is 0. An object has the ability. to store energy as a result of its position. Two types of potential energy, gravitational and elastic.

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13
Q

gravitational PE

A

The energy stored in an object as a result of its vertical position. PEgrav= Ug= mgh

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14
Q

acceleration

A

rate change in velocity. ax= v/t= Vxf-Vxi/ tf-ti

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15
Q

Free falling object

A

an object moving under the influence of gravity alone.

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16
Q

air resistance

A

this is from collision of the surface of the object with air molecules. We can consider the acceleration of the object as a balance between two forces, gravity and air.

17
Q

Laws of motion

A

First law - Inertia =a body at rest will remain at rest, and a body in motion will remain in motion unless it is acted upon by external force.
Second law - Force = the force acting on an object is equal to the mass of that object times the acceleration.
third law- reaction= for every action, there is an equal and opposite reaction.

18
Q

Force

A

is any interaction that, when unopposed, will change the motion of an object. Two types, contact forces and action at a distance force. F= ma.

19
Q

Elastic potential energy

A

an object may have the ability to store energy as a result of stretching or compressing. Us= 1/2kx^2 Ki= 0 (not yet in motion) Us= 0 kf= 1/2mv^2

20
Q

Mechanical energy

A

the sum of potential and kinetic energy. when no energy is added or removed from a system.

21
Q

Conservative forces

A

the total energy in the system is equal to the sum of kinetic energy and potential energy only when conservative forces are in play. eg. gravity Ei= Ef

22
Q

non-conservative forces

A

in the presence of non-conservative forces there can be a change in the total mechanical energy. eg. friction as it is acting to resist motion and hence reduces the total mechanical energy. Ei+E= Ef

23
Q

power

A

work is were force causes displacement however, this does not give any indication as to how long it may take for the displacement to occur. Power is the rate at which work is done. p= W/t. sum of forces I power = F-f-mg = f+mg

24
Q

Angular and linear equations

A

the linear velocity vector of a rotating object will always be tangential to the circular path.

25
rotational energy
as a rotating object in motion it has kinetic energy, which is related to rotational speed.
26
Moments of inertia
characterize the resistance of a body to change in motion. if we want to change the angular momentum of our rotating object we must apply torque.
27
torque
the tendency for a force to rotate an object about an axis.
28
linear momentum
an expression that tells us that a linear particle with greater mass, will have greater momentum. in an isolated momentum is conserved meaning the total will be equal to initial.
29
Impulse
change in momentum of a particle caused by a force acting on the particle over a specified time. If there is one force acting on a particle which is greater than any other forces present, this is impulse approximation.
30
collisions
when two particles collide they will produce forces on each other. These forces are assumed to be much greater than any other forces present. We can use conservation of linear momentum to describe collision eg. total of momentum of an isolated system just before a collision is equal to the total of momentum just after collision.
31
Inelastic collisions
a collision where kinetic energy is not conserved. when two colliding objects become stuck together, we have perfect inelastic collision. Collisions where the object do not stick together, but there is a reduction in total kinetic energy are inelastic collisions.
32
elastic collisions
a collision where the total kinetic energy after a collision is the same before the collision.
33
circular acceleration
described a centripetal acceleration, with force referred to as a centripetal force.
34
projectile motion
two dimensional motion experienced by an object. parabolic path. y= (tan0i)x-(g/2Vicos20i)x^2. Projectile motion is calculated by height and range.
35
polar coordinates
specifies a given point in a plane by distance and angle of two objects. r= /x^2+y^2. tan0= y/x. x= rcos0 and y= rsin0. r/t (average velocity).
36
kinematic equations
to calculate different directions on a plane. xf-xi= Vxit+1/2axt^2 or yf-yi= Vyit+1/2ayt^2
37