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Homework Statement
Homework Equations
The Attempt at a Solution
I couldn't find the V(x).I don't know ho to write the equation.I think that it will be constant cause potential betwwen two plates should be constant... ?
##C_{eq}=(K+1)ε_0 \frac {xb} {d}## ? or maybecnh1995 said:What is the energy in the capacitor as a function of x?
In other words, what is the capacitance as a function of x?
How is force related to this energy?
I don't know the exact expression as I myself haven't worked it out yet, but check the answer at x=0. Is the capacitance zero at x=0?Arman777 said:##C_{eq}=(K+1)ε_0 \frac {xb} {d}## ? or maybe
##C=Kε_0 \frac {xb} {d}##
Yeah itscnh1995 said:I don't know the exact expression as I myself haven't worked it out yet, but check the answer at x=0. Is the capacitance zero at x=0?
No, it isn't.Arman777 said:Yeah its
Theres no area when x=0cnh1995 said:No, it isn't.
What is the capacitance for x=0?
How is this possible? Which area is considered for calculation of capacitance?Arman777 said:Theres no area when x=0
You are taking a-x I am just xcnh1995 said:How is this possible? Which area is considered for calculation of capacitance?
But that doesn't make the total capacitance zero. You need to draw the equivalent circuit and find the total capacitance as a function of x.Arman777 said:You are taking a-x I am just x
I didnt understandcnh1995 said:But that doesn't make the total capacitance zero. You need to draw the equivalent circuit and find the total capacitance as a function of x.
What is the dielectric between the plates before the new dielectric (with constant k) is inserted?Arman777 said:I didnt understand
A dielectric is a material that does not conduct electricity. It is commonly used as an insulator in electronic devices to prevent the flow of electric current.
The main purpose of a dielectric between plates is to increase the capacitance of a capacitor. The dielectric material helps to store more electric charge and increase the overall energy storage capacity of the capacitor.
A dielectric material increases the capacitance of a capacitor by reducing the electric field between the plates. This allows for more electric charge to be stored on the plates, resulting in a higher capacitance value.
Some common materials used as dielectrics include air, plastic, glass, ceramic, and paper. The choice of dielectric material depends on various factors such as the desired capacitance value, operating voltage, and temperature range.
The thickness of a dielectric has a direct impact on the capacitance of a capacitor. A thicker dielectric results in a higher capacitance value, as it allows for more electric charge to be stored on the plates. However, using a very thick dielectric can also decrease the overall performance of the capacitor due to increased distance between the plates.