GRAVITY ELECTRIC ( GE) GENERATOR. Now everyone can generate electricity. TEAM MEMBERS TAN CHIN KEAT (LEADER) AHMED SUJITH MICHELLE TAI CHONG JOE YIE. Objective. To produce self-generated decentralised energy by using simple mechanical principles.
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Now everyone can generate electricity
TAN CHIN KEAT (LEADER)AHMED SUJITHMICHELLE TAICHONG JOE YIE
The idea behind the concept is to generate energy through the turning of a small generator attached to a system of rotating cogs or wheels.
The action of the weight being pulled down by gravity will turn the pinion/cogs/wheel which are attached which in turn drives the generator.
This concept can allow for a clean, reliable and renewable energy for powering items in our typical homes.
Reasons of choosing this idea:
Make electricity possible for everyone (includes people living in rural areas where electricity is scarce).
Provides alternatives and renewable energy for residential, commercial and industrial purposes.
Can function at anytime, anywhere in the world.
Where to use it?
How to use it?
E1 = (mass)*(gravitational acceleration)*(height)
Energy stored in spring,
E2 = 0.5*(spring constant)*(length of extension of spring)2
***NOTE : Watch in slide show for animation
Note that the locking mechanism is unlocked
The spring is pulled downwards due to rotation of the gear
At one point, the elastic potential energy stored in the spring. E2 is equals to the potential energy possessed by the mass, E1.
Although the energies at both sides are now equal, the linear momentum due to the falling motion of the mass causes the mass to continue to fall.
The locking mechanism is unlocked, and the motion of the gear is now not restricted by the lock.
Rack (Gear bar) is pulled downwards
The gear experiences angular acceleration as the mass continues to pull the rack downwards.
When the gear rotated 90°, rotatable shaft hit the switch and unlock the locking mechanism
The gear continues to rotate in counter-clockwise direction until the spring loses most of its elastic potential energy and the mass regains its potential energy.
Pinion (circular gear) rotates clockwise with locking mechanism slowing down the motion & limiting the speed of rotation
Mass, M starts falling
E2 continues to increase while E1 is decreased.
E1 decreases due to reducing height, while E2 increases due to increasing length of extension of spring
Rotatable shaft (to hit switch)
Switch to unlock the locking mechanism
Rack & Pinion mechanism
When the falling mass loses its linear momentum, the spring contracts, making the gear to rotates counter-clockwise.
The switch returns to its original position and at the same time the locking mechanism is put in place again to restrict the rotating motion of the gear.
The mass will then start to fall again and the whole process will be repeated.
The process will stop when the system loses all its energy due to friction and air resistance.
When the system stops, what you need is just a pull to returns the mass to its original position.
Converts linear motion to rotational motion and vice versa
Change the rotational input speed to a different output speed
Transfer or increase rotational speed of smaller gear using difference in number of teeth and gear radius
Sensor (Detect direction of rotation of gear)
- Output : Logic high (1) for clockwise, Logic low (0) for counter-clockwise
Output will be sent to 3 transistors
(acting as switches)
When the sensor sensed that the gear is rotating counter-clockwise, it will send a logic low output to the transistors, the circuit at transistors 1 and 3 will be opened and transistor 2 will be closed, so the current will flow from battery to the load.
High Speed Gear
When the sensor sensed that the gear is rotating clockwise, it will send a logic high output to the transistors, the circuit at transistors 1, 2 and 3 will be closed so the current will flow from generator to the battery and load.
Perpendicular distance of spring’s attached point on the pinion to centre of pinion, Rs = 0.23m
When M = 5kg, weight of object, W = mg = 5kg(9.81m/s2) = 49.05N
Taking moment at centre of pinion,
F1(0.25) = F2(0.23)
For the mass to drop, initially F1 > F2,
(49.05)(0.25) > (kx)(0.23) ; Taking spring constant, k = 300 N/m
Length of extension of spring, x < 0.178m (initial extension)
As x increases as M drops, when x > 0.178m, the force of the spring will exceed the mass,
causing the gear to rotates in counter-clockwise direction.
Input Power needed = 28.57 kW
Speed of rotation needed to produce 20kW of output,
N = 25.26 rev/sec = 1516 rev/min
F2 = kx
F1 = W