Physics Flashcards
Remmeber displacment is the minimum straight line distance between two points
And what about the graphs
Displacment is under the graph for velocity, distance add, displacment subtract
Terminal velocity ideas
Higher mass =? (For same volume)
Open parachute
When weight = drag resultant force is 0 so you continue at that velocity which is terminal
Higher mass, I guess lower drag to mass so more resultant
If you have a greater mass you have greater weight so greater drag needs to counter and as drag propeitnsk go v 2 that means you’ll have a greater TERMINAL VELOCITY for the same volume
2) open parachute then the drag force is higher than weight so resultant force upwards so deceleration slow down so drag slows down until ti atches widght snd now at nee terminal velocity which is led
Remember moments =
Firce x perpendicular distance from force to pivot!
Pressure in liquid
Height x gravity x density
Indeed net of cross sectional area etc
Upthrust and what it represents
Different pressures acting at bottom and top, multiply by cross sectional area CN different force resulting in upthrust
Total pressure
Atmospheric and water
What is Archimedes principles
That upthrust acting on an object is = to the weight of the fluid dispersed
As h x area is volume d x volume is mass and mass x gravity is weight of fluid !
Volume of fluid and volume of object dispersed is always = howeber
For an object to float sink
Float the upthrust = weight
Or else it will sink until it can
And if it still can’t then it will fall
This is because of densities
If density if one bigger than other it will fall
How far it falls can also be determined by what’s being submerged density / the liquid density
So 90 / 100 = submerged until 0.9m is down leaving 0.1m ontop
Just know if it floats then weight is = upthrust so weight of fluid
Power = force x velociy when
Work done =
In constsnt velocity and force in a straight line where velocity is mainted
Work done = force x displacment in dedication of force so force x cos they
Force extension graphs
Force is prorotinsl to extension until proportionality limit, then no longer propritnsk but still elastic, then work done is to deform and inelssfoc
Energy = 0.5fx or kx 2, strain energy same thing rearrange flax for it
Number density is area in stress vs strain graph
Stress = f/a , strain is x/L
Gradient on force extension graph = spring constsnt which idea of stoffness
Spring constsnt parallel series
In parallel, the spring constsnt actually adds as harder to pull
In series it’d 1/x type thing as easier to pull
Young modules?
Jus another prompts if each material independent if shape and size, gives an idea for stiffness agsin
Ultimate tensile strength id measure of how strong an object is, thr max stress it can twirl before it breaks
Young mud Luke’s is gradient
Why do you want time to increase in a crash
As force is change momentum / time, you want max time to reduce force for the same change in momentum
Is impulse conserved
Yes because impulse = change of momentum
And also if I hit d9 etching force third law same force applied and time of contact always same so impulse actually gonna be conserved too
So if impulse is conserved, then momentum is too
Ohms law
When temperature is constsnt,
- current in a wire is proportional to the voltage