Electrical Engineering: Basic Concepts (5 of 7) Voltage
Summary
TLDRThis educational video delves into the concept of voltage, illustrating it with the example of a capacitor with charged plates. It explains that voltage is the work required to move a charge against an electric field, from one plate to another. The video simplifies the idea by defining voltage as the potential difference between two points, emphasizing that it represents the force or 'push' that drives the flow of charge in a circuit. It concludes by cautioning that high voltages can be dangerous due to their strong force.
Takeaways
- π Voltage is the amount of work required to move a charge against an electric field.
- β‘ The electric field is established between two charged plates, directed from positive to negative charge.
- π‘ The work needed to move a charge is influenced by the electric field's strength and the distance between the charges.
- π The definition of voltage is the work done to move a unit charge through an electric field, expressed as joules per coulomb (J/C).
- π Voltage is also described as the potential difference between two points, indicating the force that pushes charges through a circuit.
- π A volt is defined as the amount of work (joules) needed to move one coulomb of charge.
- π When discussing voltage across a battery, we refer to the potential difference between its positive and negative terminals.
- π The potential difference can be expressed as the voltage at one point minus the voltage at another, indicating the relative 'height' of electrical potential.
- β οΈ High voltages can be dangerous as they represent a significant force that can push charges, potentially causing harm if contacted.
- π§ Voltage is often symbolized as electromotive force (EMF), highlighting its role as the driving force that pushes charges through an electrical circuit.
Q & A
What is the basic concept of voltage?
-Voltage is the potential difference between two points in an electric field, which represents the force or push that causes charges to move through a circuit.
How is the electric field related to voltage?
-The electric field is the force field that exists between positive and negative charges, and voltage is the potential difference that exists due to this field, which requires work to move a charge against this field.
What is the formula for calculating the work done to move a charge across an electric field?
-The work done (W) is calculated by the formula W = F * d, where F is the force required to move the charge and d is the distance over which the charge is moved.
How is force related to the strength of the electric field and the charge?
-The force (F) experienced by a charge is the product of the charge's size (Q) and the strength of the electric field (E), expressed as F = Q * E.
What is the definition of voltage in terms of work and charge?
-Voltage (V) is defined as the work done (W) to move a charge (Q) across an electric field, divided by the size of the charge, V = W / Q.
Why is the size of the charge (Q) canceled out in the voltage formula?
-The charge (Q) is canceled out in the voltage formula because the definition of voltage is the ratio of work done to the charge, and this ratio remains constant regardless of the size of the charge.
What is the significance of a volt as a unit of measurement?
-A volt is a unit of electric potential difference, defined as the amount of work (in joules) done to move one coulomb of charge against an electric field.
How is voltage related to the potential difference or electromotive force (EMF)?
-Voltage is synonymous with potential difference and electromotive force, representing the force that pushes charges through a circuit, with larger voltages indicating a greater push.
Why can high voltages be dangerous?
-High voltages can be dangerous because they represent a large potential difference that can push charges, including through a person's body, potentially causing harm.
What does it mean when we say the voltage at point A is 10 volts higher than at point B?
-It means that there is a potential difference of 10 volts between points A and B, indicating that it would require 10 joules of work to move one coulomb of charge from point B to point A.
Outlines
π Understanding Voltage
The video begins by explaining the concept of voltage using the analogy of a capacitor with positively and negatively charged plates separated by a distance D. An electric field exists between these charges, directing from positive to negative. A small positive charge placed on the positive side is attracted to the negative side and repelled from the positive side. The work required to move this charge from one side to the other against the electric field is proportional to the charge's size and the electric field's strength. Work is defined as the force (charge times electric field strength) times the distance D. Voltage is introduced as the work done to move a charge across a distance in an electric field, divided by the charge's size. This ratio remains constant regardless of the charge's magnitude. Voltage is thus the potential difference between two points, calculated as the electric field's strength times the distance between the points. The concept of a volt (joule per coulomb) is also explained, emphasizing that one volt is the work required to move one coulomb of charge through an electric field.
π Voltage as Electromotive Force
The second paragraph delves into the practical implications of voltage, describing it as the force or 'push' that drives the movement of charges through a circuit. Voltage is likened to the electromotive force (EMF), which is the energy provided by a power source to move charges. The paragraph emphasizes that a higher voltage difference across a battery results in a greater 'push' for the charges, making them move more vigorously through the circuit. This push is what facilitates the flow of current. The paragraph concludes by cautioning that very large voltages can be dangerous, as the strong force can potentially harm if it pushes charges through a person's body, illustrating the importance of understanding and handling voltage safely.
Mindmap
Keywords
π‘Voltage
π‘Electric Field
π‘Capacitor
π‘Work
π‘Charge
π‘Potential Difference
π‘Electromotive Force (EMF)
π‘Coulomb
π‘Joule
π‘Potential
Highlights
Voltage is the work done to move a charge across an electric field.
The electric field is directed from a positively charged plate to a negatively charged one.
Moving a charge against an electric field requires a certain amount of work.
The force required is proportional to the charge size and the electric field strength.
Work done is calculated as the force required times the distance over which the charge is moved.
Voltage is defined as the work done per unit charge.
The ratio of work done to charge size remains constant regardless of the charge's magnitude.
Voltage can be thought of as the potential difference between two points in an electric field.
A volt is defined as one joule per coulomb of charge.
The voltage difference represents how much more volts one point has compared to another.
Voltage difference is calculated as the voltage at one point minus the voltage at another.
The electromotive force (EMF) is another term for voltage, representing the force that pushes charges.
Voltage represents the force or push that charges feel in a circuit.
A larger voltage difference results in a greater push for charges to move through the circuit.
High voltages can be dangerous as they can push charges through the body causing harm.
Voltage is the driving force that pushes charge through circuits.
Transcripts
welcome to electron line in this video
we're going to talk about voltage what
does voltage mean well the basic concept
comes from this let's say we have a
capacitor plate set on one side we have
a positively charged capacitor plate on
the other side we have a negatively
charged capacitor plate and let's say
that they're apart a distance D from one
another we then realize there's an
electric field that exists between the
positive negative charges the electric
field will be directed from the positive
charge to the negative
charge if we now place a small charge a
positive charge on the on the right side
of this
capacitor we then realize that it's
being attracted towards the negative
charge here and being repelled by the
positive charge there so if you want to
move that charge from the right side to
the left side then it's going to require
a certain amount of work a certain
amount of force to get it there the
amount of force required is equal to the
size of that charge in kums times the
the strength of the electric field the
stronger the field the greater the
disparity of charges the more Force
you're going to need to push that charge
across the work is defined by the force
required times the distance so if we
push that charge all the way over to the
other side through a distance D the
amount of work we've done is equal to
the force time D and the force that that
charge experience is the size of the
charge time the strength of the electric
field so it's Q * Z * d That's the work
done now the definition of voltage
voltage is defined as the amount of work
done to move a charge
across this distance here where there's
an electric field the amount of work
done to do that divided by the size of
the charge that makes sense because
let's say that the charge was twice as
big let's say we have two Q
there so let's say we have twice a
charge it would then require twice the
force twice the charge therefore twice
the work and we will have twice the
charge and you see that that ratio will
always be the same regardless as to the
size of the charge that we use so it's
always the ratio of the amount of work
done divided by the charge used and
regardless how big we make that charge
that ratio is always the same and that
is then defined as the voltage is the
work done to get a charge across from
the left side to the right or from the
right side to the left side in this case
from the negative charge to the positive
charge through an electric
field divided by the charge required
if we plug in if we get rid of these
twos again right here if we plug in what
work is equal to we can see that the
work is equal to Q E * d ided by the
charge Q The Q's cancel out which means
that the voltage then is defined as to
the strength of the electric field times
the distance between the left side and
the right side of that field the voltage
can be thought of in two ways it's equal
to the amount of work we need to do to
get a charge moved through an electric
field divided by the size of the charge
or simply the potential difference or
voltage is equal to the strength of the
electric field times the
distance now a volt is defined therefore
as a jewel per Kum remember it's work
over charge work is in Jewels charge is
in kums so a volt is defined as a jewel
per Kum in other words if we have a one
Kum of
charge and it takes one Jewel of work to
get it across that means that the
voltage between those two plates is
equal to one volt that's how we want to
look at it if we have a battery and we
have a positive end of the battery and
we have a negative end of the battery
and the Volt across the battery is 10
volts we can say that the voltage at a
is 10 volts higher than the voltage at B
so sometimes we talk about potential
difference or voltage difference it is
how much more volts we have on one side
compared to the other side this case a
is 10 volt higher than than b b could be
100 volts then a would be at 110 volts
whenever we talk about the voltage of a
battery we really talk about the
difference in the voltage or the
potential difference this case when we
talk about volts from A to B that is
equal to volts at a minus volt at B
since a is bigger than b it'll be 10
volt minus 0 volt which is a 10 volt
difference but if we talk about VBA this
is equal to V at B minus V at a which is
equal to 0 Vol - 10 Vol is equal to - 10
Vol when we go from B to a we increase
in voltage by 10 volts if we go from A
to B we decrease by 10 volts that's a
negative voltage
direction another way of looking at
voltage V voltage is equal to the
potential difference potential
difference means the voltage difference
between two points on the circuit
sometimes it's also called the EMF or
the electromotive force and one of the
reasons reasons why we think about it as
the electromotive force is because
voltage is really the amount of volts
you have on a circuit or in a battery
determines how much push charges field
to move through the circuit so another
way of looking at voltage is to say that
the voltage represents the force or push
charges feel of course charges don't
really feel anything but if you think
about it if you're a charge and there's
a voltage difference there you're going
to feel a push to the circuit is going
to feel as if you're being pushed
through that circuit by the voltage
difference the bigger the voltage
difference the bigger the voltage across
that battery the more push that charge
is going to feel the greater the voltage
the greater the force that the or the
push that the that the charges feel
inside the circuit the bigger the
potential difference the greater the
force the more push to get the charges
around the circuit and that's why very
large voltages can be very dangerous
because large pushes can actually become
dangerous when get near that charges may
get push through your body if you get if
you touch a circuit and if the potential
difference of the voltage is very large
again voltage think of it as that thing
that pushes charge through circuits the
bigger the voltage the bigger the push
and that's a good place to
start
Browse More Related Video
π Basic Electricity - What is voltage?
Electromotive Force
VI Characteristics of PN Junction Diode | PN Junction Forward Bias | PN Junction Reverse Bias
Proses pengisian dan pengeluaran daya pada kapasitor
Coulomb's Law | Electrostatics | Electrical engineering | Khan Academy
Electric Circuits: Basics of the voltage and current laws.
5.0 / 5 (0 votes)