Paper 2 Practicals Flashcards
What equipment is needed for testing the elasticity of a spring?
Clamp stand, 2 bosses, 2 clamps
- place heavy weight on clamp stand to stop it falling over
What is the practical to test the elasticity of a spring?
- Place heavy weight on clamp stand to stop it falling over
- Attach a string to one clamp and a meter ruler to the other, making sure the top of the string is at the ZERO mark of the ruler + the ruler is VERTICAL (for accuracy)
- horizontal pointer attached to the bottom of the spring (ie wooden splint), helps accuracy
- read initial position of pointer on the ruler (unstretched length with 0 force)
- hang 1N force off the end of the spring + read new measurement off the ruler
- continue adding 1N weights + reading measurement of the pointer
- Calculate extension of string by each weight by subtracting the initial extension with 0N
- plot extension against weight in a graph
What is the practical to figure out the weight of a stone/an unknown object’s weight?
- Place heavy weight on clamp stand to stop it falling over
- Attach a spring to one clamp and a meter ruler to the other, making sure the top of the spring is at the ZERO mark of the ruler + the ruler is VERTICAL (for accuracy)
- horizontal pointer attached to the bottom of the spring (ie wooden splint), helps accuracy
- read initial position of pointer on the ruler (unstretched length with 0 force)
- hang 1N force off the end of the spring + read new measurement off the ruler
- continue adding 1N weights + reading measurement of the pointer
- Calculate extension of spring by each weight by subtracting the initial extension with 0N
- plot extension against weight in a graph
- measure the extension of the spring with the unknown object hanging off it
- ## read the weight of the stone from the graph
What does the Extension/Weight graph look like?
Extension is directly proportional to Weight
- Straight line through the origin
- linear relationship
What if too much weight was added to the spring?
- the relationship/graph between extension and weight would become non linear
- this is because the string has become overstretched-> inelastic deformation (if there was no weight, the spring would still show an extension)
- EXCEEDED THE LIMIT OF PROPORTIONALITY
How can you find the spring constant?
F=k x e
- divide the weight at any point by the extension at that same point
- same for any part of the graph as long as the limit of proportionality is not succeded
How do you investigate the effect of a changing force on the acceleration of an object?
- attach a toy car to a string, which on one end is looped around a pulley, and the other is attached to a 100g mass (weight provides force)
- place this on a desk with chalk lines at 10cm intervals/equal intervals
- hold toy car at 0cm/start point, start the timer when letting go
- As the car accelerates along the bench, record the time the car passes each intervallic mark
- Repeat the experiment several times, decreasing the mass on the end of the string each time
- Overall mass is constant, including mass of the car, string and the weights. So when taking the mass of the end of the string, it is placed onto the toy car to keep the mass constant for the experiment
- F=ma: acceleration is proportional to the mass at the end of the string
As the car accelerates, how can you make recording the time the car passes each intervallic mark accurately?
Video the car accelerating on a phone, and play the video back to record the times accurately
How do you investigate how a changing mass of an object affects acceleration with a constant force?
- attach a toy car to a string, which on one end is looped around a pulley, and the other is attached to a 100g mass (weight provides force)
- place this on a desk with chalk lines at 10cm intervals/equal intervals
- attach a mass to the toy car (ie 200g)
- hold toy car at 0cm/start point, start the timer when letting go
- As the car accelerates along the bench, record the time the car passes each intervallic mark
- Repeat the experiment, increasing the mass attached to the toy car
- a=F/m: increasing the mass, decreases the acceleration
Describe the set up of a ripple tank to measure the wavelength, speed and frequency of water waves?
- place a vibrating bar connected to a power pack into a ripple tank. Place a lamp above the tank and a white piece of paper below
- When the bar vibrates it creates waves across the water surface, and the light from the lamp creates an image of the waves on the piece of paper
- Record the waves on a device/phone
Describe how to use a ripple tank to measure the wavelength of water waves?
- place a ruler on the paper and freeze the image of the waves on the paper
- measure the distance between 1 wave and 10 waves along, so 10 wavelengths
- divide distance by 10 to find 1 wavelength (m)
Describe how to use a ripple tank to measure the frequency of water waves?
- Place a timer next to the paper
- Count the number of waves passing a point in 10 seconds, then divide by 10 to find the frequency (Hz)
Describe the set up of a ripple tank to measure the speed of water waves?
- Use the equipment to work out the frequency and wavelength of the waves
- use the wave speed equation (wave speed= frequency x wavelength) to determine the speed
OR
- select a wave
- measure the time it takes to travel the length of the tank
- ## speed= distance/time
Describe how to measure speed of waves in a solid?
- attach a string to both a vibration generator and a hanging mass, keeping the string taut. This is held up by a wooden bridge and a pulley.
- The vibration generator is attached to a signal generator, which changes the frequency of the vibration of the string when connected to power.
- At a certain frequency, a standing wave is produced due to resonance
- Measure the wavelength of the standing wave with a ruler, between the wooden bridge and vibration generator
- Use wave speed equation to calculate the speed of the wave, reading frequency from the signal generator.
Describe what happens if the frequency of a standing wave is increased, and how to calculate wavelength?
- become half wavelengths
- to calculate wavelength, divide total length between wooden bridge and vibration generator by number of half wavelengths, then multiply by 2.