force and motion Flashcards
Factors to keep the same in speed experiments
same surface
force at launch
intial speed’
Explain how a falling object can reach terminal velocity
- heres a downward force e.g weight
- accelerates downwards
- air resistance increases > weight
- deceleration
- drag=weight (resultant force decreases)
- acceleration decreases
- balanced forces + resultant force=TV = 0
explain how the upward acceleration changes during the first few seconds
speed increases
drag starts to increase
downward force increases
what part of DTG can be used to calc speed?
gradient or slope
Two forces ALWAYS opposing motion and opposing motion of falling object
friction
air resistance
-SA and speed
Explain how reducing weight would affect the upward acceleration
weight decreases
unbalanced force increases
mass decreases
Explain hwo to investigate wheter a spring obeys hooks law
measure original length add the known weight mesaure the new length repeat for range of values of load expiremntal detail (same start meausure place)
differenec between vector and scalar quantity and examples
V = mag + direction e.g velocity/acc/force S = Mag ONLY e.g time/energy/dist
effects of forces
- can change speed,shape and direction (N)
- types of forces e.g electrostatic and gravitational
- F= ma
how to find resultant force along same line
- add together if in the same direction
- subtracted if in different directions
whats newtons first law + second + third law
- an object has constant velocity unless acted on by a resultant force
- F = ma
- every action force has an equal and opposite reaction force
relationship between weight, mass and gfs
- mass = measure of total matter in an object (Kg)
- weight = effect of gf on a mass
- W = mg
- GFS on earth is 10 (9.8N)
SD = TD + BD thinsg that effect stopping dist
- greater speed or mass
- slow reaction time cuz of alc/tiredness/distractions
- poor road conditions (icy/wet)
- poor car conditions (worn tires/worn brakes)
hooke’s law
- F= kx
- extension is directly proportional to force applied
- Force applied = spring constant x extension
hookes law on straight line graph v curved line graph
- point it stops being straight = limit of proportionality (no longer obeys HL)
- Gradient is spring constant/k
- not following HL
- after this region = fracture