ANSWERED
1.
In general,
the kinetic energy is the
energy that
belongs to an object that is moving. Specifically, the
kinetic energy is the energy that belongs to a body
of mass m is moving with a speed of
(velocity)V.
Every
moving object has energy. The energy possessed by a moving object is called kinetic energy. Or just Review: Kinetic energy
is the energy that is being done on a moving object.
There are two types of classification based on kinetic energy, they are:
1. kinetic translation
translational kinetic energy is the energy possessed by a moving object on a straight track
2. Rotational kinetic.
If the translational kinetic energy is the energy is owned by an object moving in a straight line, rotational kinetic energy is the energy possessed by objects that perform a circular motion.
There are two types of classification based on kinetic energy, they are:
1. kinetic translation
translational kinetic energy is the energy possessed by a moving object on a straight track
2. Rotational kinetic.
If the translational kinetic energy is the energy is owned by an object moving in a straight line, rotational kinetic energy is the energy possessed by objects that perform a circular motion.
The
experiment this time I took the example of translational
kinetic energy in
the daily life.
One case or the event about kinetic energy in the daily life is that I did experiment a simple kinetic energy is a small piece of paper and a stone I drop to the floor simultaneously. Based on the experiments that I did. Apparently a stone has kinetic energy greater than the small piece of paper. This is evident from the speed of the stone first strike the ground or the floor compared to the small piece of paper.
Based on the results of experiments that I do, I can analyze the object that has a great future will have a greater kinetic energy. And conversely if the mass is small then small kinetic energy.
So, the conclusion the greater the mass of an object the greater the kinetic energy. The faster the object moves, the greater the kinetic energy as well. The magnitude of the kinetic energy of an object is determined by the mass and velocity of motion. Relationship between body mass (m), velocity (v), and the kinetic energy (Ek) written mathematically in the following formula.
One case or the event about kinetic energy in the daily life is that I did experiment a simple kinetic energy is a small piece of paper and a stone I drop to the floor simultaneously. Based on the experiments that I did. Apparently a stone has kinetic energy greater than the small piece of paper. This is evident from the speed of the stone first strike the ground or the floor compared to the small piece of paper.
Based on the results of experiments that I do, I can analyze the object that has a great future will have a greater kinetic energy. And conversely if the mass is small then small kinetic energy.
So, the conclusion the greater the mass of an object the greater the kinetic energy. The faster the object moves, the greater the kinetic energy as well. The magnitude of the kinetic energy of an object is determined by the mass and velocity of motion. Relationship between body mass (m), velocity (v), and the kinetic energy (Ek) written mathematically in the following formula.
Description:
m : mass (kg)
v : velocity (m / s)
EK : kinetic energy (Joule)
m : mass (kg)
v : velocity (m / s)
EK : kinetic energy (Joule)
After
that, based on the
formula above we can calculate
the kinetic energy of an object that has mass and velocity
using the formula above. Then we can take the
example problems as follows:
A
bike whose mass is 40 kg moving with a
speed of 10 m / s. Determine the
kinetic energy of the bike!
Known
:
m :
40 kg
v : 10 m/s
ask : EK ?
discussion :
The kinetic energy of an object:
Ek = 1/2 m v2
Ek = 1/2 x 40 x 10^2
Ek = 2000 joules
discussion :
The kinetic energy of an object:
Ek = 1/2 m v2
Ek = 1/2 x 40 x 10^2
Ek = 2000 joules
Experiments
We Do Next After
We Can Predict The
Kinetic Energy Of An Object
In An Unknown Time
And The Speed Of The Object.
Okay Good Luck Physics Experiments :)
Okay Good Luck Physics Experiments :)
2. Experiment To Calculate The
Acceleration Of Gravity By Pendulum
At
this time I would do to calculate and prove
the acceleration of gravity. Is
it true that the value of gravity
is 9.8 m/s2 by
using simple pendulum experiment
To determine the Earth's gravity to do a simple pendulum
swing experiment,
with simple equipment. By observing the harmonic motion of a pendulum that has
maxima deviation of 15 degrees. And with menentukkan time required for 10
vibration with a long rope that is different. Then the calculated value corresponding gravity
with the following equation:
with simple equipment. By observing the harmonic motion of a pendulum that has
maxima deviation of 15 degrees. And with menentukkan time required for 10
vibration with a long rope that is different. Then the calculated value corresponding gravity
with the following equation:
o
Tools and Materials:
string
string
Stopwatch 1 piece
Pendulum
arc
paper
Stationery
Pendulum
arc
paper
Stationery
ü
Procedure :
a.
Prepare All Experimental Materials Such As Yarn, Pendulum,
Stopwatch, Paper, Bow And Stand.
b.
Pendulum With A String Bind.
c. Swinging A Pendulum At An Angle Of 15 Degrees, Do Not Use The Highest Point On The Pendulum.
c. Swinging A Pendulum At An Angle Of 15 Degrees, Do Not Use The Highest Point On The Pendulum.
d.
Calculate The Time Required For 10 Vibrations Ignoring Air
Friction Force.
e.
Record The Time Indicated By The Stopwatch.
f.
Observe Pendulum And Summarize The Data Obtained.
We have already
know that two similar
charges attract each other and the two are not
similar charges will repel. When it was junior
high school class IX, knowledge is not enough. We also need to know
how large a force of attraction
and repulsion how-reject.
Charles Augustin de Coulomb was the first to examine the relationship with the two charge electric force and the distance between them by using a torsion balance. In that study ultimately concludes Coulumb in a law called the law of Coulumb:
Large Repulsion Or Attraction Force Between Two Electrically Charged Objects, Proportional To The The Respective Electric Charge And Inversely Proportional To The Square Of The Distance Between The Two Charged Objects.
The force of attraction or repulsion reject is called the Coulomb force or
electric force.Charles Augustin de Coulomb was the first to examine the relationship with the two charge electric force and the distance between them by using a torsion balance. In that study ultimately concludes Coulumb in a law called the law of Coulumb:
Large Repulsion Or Attraction Force Between Two Electrically Charged Objects, Proportional To The The Respective Electric Charge And Inversely Proportional To The Square Of The Distance Between The Two Charged Objects.
Mathematically, Coulomb's law can be formulated:
Description:
F = force of attraction or repulsion (Newton)
k = constant = 9 × 109 N m2 C-2
q1, q2 = charge of each object (Coulomb)
r = distance between the two objects (meters)
F = force of attraction or repulsion (Newton)
k = constant = 9 × 109 N m2 C-2
q1, q2 = charge of each object (Coulomb)
r = distance between the two objects (meters)
Example:
1. Two charges each 2μ + C and 3μ + C , separated by 2 cm. If k = 9 x10^9 N m2/C2, how much repulsion-reject?
completion
Given:
k == 9109 N m2/C2
Q1 = 2μ + C = 2106 C
Q2 = 3μ + C = 3106 C
r = 2 cm = 2.10-2 m
Asked: F?
Answer:
1. Two charges each 2μ + C and 3μ + C , separated by 2 cm. If k = 9 x10^9 N m2/C2, how much repulsion-reject?
completion
Given:
k == 9109 N m2/C2
Q1 = 2μ + C = 2106 C
Q2 = 3μ + C = 3106 C
r = 2 cm = 2.10-2 m
Asked: F?
Answer:
F = k. Q1xQ2/r^2
= 13,5. 109-6-6-(-4)
= 13,5. 101
= 135 N
Three point charges lie on the x axis; q1 = 25 nC at the origin, q2 = -10 nC is at x = 2m, and qo = 20 nC is at x = 3.5 m. Determine the net force on q1 and q2 qo result.
completion:
Third charge can be described as follows:
completion:
Third charge can be described as follows:
F10 = k = 9×109 = 0,367 μN
F20 = k = 9×109 = - 0,799 μN