Below are samples of Cathode ray tube diagram
Reference: https://www.semanticscholar.org/paper/Simulation-of-cathode-ray-tube-Maiti-Rajagopal/ca0d214bf66cd8a3f01d175e0455dcc37deb71f4/figure/0
Reference: https://www.javatpoint.com/fullformpages/images/crt.gif
As electric current pass through the filament, it heats up and emits electron. This means electrical energy is converted to heat energy. The difference in electrical energy potential from anode and cathode increases the acceleration of electrons towards the fluorescent screen. This means electrical potential energy is converted kinetic energy of electrons. The high speed electrons then smash the screen and produce flourescence (light).
So that means electrical potential energy = kinetic energy
eV = 1/2 mv^2
electron charge, e = 1.6 x 10 ^ -19 C
electron mass, m = 9.1 x 10 ^ -31 kg
v = final velocity of electron
v^2 = 2eV/m
Example of question:
KE = 1.2eV
Reference: https://images.slideplayer.com/39/10862668/slides/slide_5.jpg
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2019-08-18
2015-03-22
Resolution of Forces
We know that two forces when combined together will form a single resultant force. On the other hand, a single force can be divided or broken up into two components.
The reversal of this process is called the resolution of forces. A force is usually resolved into two components that are perpendicular to each other.
A force can be resolved into two component forces graphically or by using trigonometry.
Consider the diagram above. In the diagram the force F is resolved into two perpendicular component forces that is the Fy and Fx components (using parallelogram method).
To calculate the magnitude of the vertical (Fy) and horizontal (Fx) forces, we can use simple trigonometry.
Fx = F cos θ , Since cos θ = (Fx/F)
Fy = F sin θ, Since sin θ = (Fy/ F)
Examples of calculation:
By using the diagram above, Let say F = 80 N and θ = 30 degree
The horizontal component Fx,
= F cos θ
= 80 cos 30
= 80 X 0.866
= 69.3 N to the right
The vertical component Fy,
= F sin θ
= 80 sin 30
= 80 x 0.5
= 40 N upwards
Another example would be as below:
Source: imgkid.com
Another good example:
Source: Physicsclassroom.com
The reversal of this process is called the resolution of forces. A force is usually resolved into two components that are perpendicular to each other.
A force can be resolved into two component forces graphically or by using trigonometry.
Consider the diagram above. In the diagram the force F is resolved into two perpendicular component forces that is the Fy and Fx components (using parallelogram method).
To calculate the magnitude of the vertical (Fy) and horizontal (Fx) forces, we can use simple trigonometry.
Fx = F cos θ , Since cos θ = (Fx/F)
Fy = F sin θ, Since sin θ = (Fy/ F)
Examples of calculation:
By using the diagram above, Let say F = 80 N and θ = 30 degree
The horizontal component Fx,
= F cos θ
= 80 cos 30
= 80 X 0.866
= 69.3 N to the right
The vertical component Fy,
= F sin θ
= 80 sin 30
= 80 x 0.5
= 40 N upwards
Another example would be as below:
Source: imgkid.com
Another good example:
Source: Physicsclassroom.com
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