Electromotive Force and Potential Difference

Slides:



Advertisements
Similar presentations
Current Electricity & Ohm's Law.
Advertisements

Unit 3 Day 5: EMF & Terminal Voltage, & DC Resistor Circuits Electromotive Force (EMF) Terminal Voltage Internal Resistance Series, Parallel, and Series-
+ V (Volt) = W (work done, J) Q (charge, C)
Fundamentals of Circuits: Direct Current (DC)
DC circuits Physics Department, New York City College of Technology.
Current and Voltage. Current Flow rate of electricity Current flows from + to – Measured in Amps – 1 Amp = 1 Coulomb per second Actually electrons flow.
Direct Current When the current in a circuit has a constant direction, the current is called direct current Most of the circuits analyzed will be assumed.
Year 12 Current Electricity Lesson 3 Potential difference and power
Kirchhoff part 2. Starter 1.5Ω Learning objectives State Kirchhoff’s second law Apply Kirchhoff’s second law to circuits Solve circuit problems involving.
Electricity Unit 1 Physics.
Electricity and Magnetism Topic 5.2 Electric Circuits.
Topic 5.1 Electric potential difference, current and resistance
Electromotive Force and Potential Difference
Electric Currents Topic 5.2 Electric Circuits. Electromotive Force Defining potential difference Defining potential difference The coulombs entering a.
Current Electricity and Elastic Properties. Contents Current Electricity Current Electricity –Ohm’s Law, Resistance and Resistivity –Energy Transfer in.
EMF. E.m.f and p.d - Learning Outcomes You should all be able to: define potential difference (p.d.); select and use the equation W = VQ; define the volt;
Electricity Define electric potential difference Determine the change in potential energy when a charge moves between two points at different.
Textbook Chp 17. Topics  Current  Electromotive Force  Potential Difference  Resistance.
19.4 Sources of electromotive force
Potential difference and electromotive force.
Tutorial Questions 1 to 8 Q = ItV = IR Series I 1 = I 2 = I 3 V T = V 1 + V 2 + V 3 R T = R 1 + R 2 + R 3 Parallel I = I + I 2 V 1 = V 2 = V 3 1 / R T.
Short circuiting a battery demo… Dangerous ? High current?
Current of Electricity Electric Current Potential Difference Resistance and Resistivity Electromotive Force.
Unit G482: Electrons, Waves and Photons
Electromotive force. Learning Objectives (a) recall and use appropriate circuit symbols as set out in SI Units, Signs, Symbols and Abbreviations (ASE,
Chapter 20 Electric Circuits Electromotive Force and Current Within a battery, a chemical reaction occurs that transfers electrons from one terminal.
Circuit Rules Electricity Lesson 7. Learning Objectives To know the rules for series and parallel circuits. To know the principle behind these rules.
Lectures 7 to 10 The Electric Current and the resistance Electric current and Ohm’s law The Electromotive Force and Internal Resistance Electrical energy.
Chapter – 7 DC CIRCUITS 1.Electromotive Force 2.Single-loop currents 3.Multi-loop circuits 4.Energy in circuits 5.The RC circuit.
EMF and Internal Resistance Electricity Lesson 8.
EMF and Potential Difference Animation of current flow.
5.2.2 D.C. Circuits Practical circuits Electromotive force and internal resistance Kirchhoff’s laws Series and parallel arrangements Potential divider.
Physics 12 Circuits 3 – Series Mr. Jean. The plan: Video clip of the day Power Series Circuits Resistance in Series Application of Ohm’s Law.
Internal Resistance. electromotive force revisited Remember the e.m.f.(ε) is the amount of energy given by the cell to each coulomb of charge passing.
16.2 Current I CAN: -RECALL THAT CURRENT IS MEASURED IN AMPERES (A), WHICH IS EQUAL TO ONE COULOMB OF CHARGE PER SECOND (C/S). -RECALL THAT POTENTIAL DIFFERENCE.
CircuitBasic Definitions 1 Basic Definitions Circuit : path through which charges flow Three parts : source (e.g. cell), load (e.g. lamp), conductors.
Internal Resistance Review Kirchhoff’s Rules DC Electricity.
Electrical energy and voltage Warm-up Introduction Energy changes in a circuit Voltage Measuring voltage ? Voltage round a simple circuit Cells.
The Series Circuit Summary 1. The sum of the _____________or voltage equals the potential rise of the source. 2. The current is ______________ everywhere.
1 TOPIC 7 Electric circuits. 2 Charges will flow to lower potential energy To maintain a current, something must raise the charge to higher potential.
Current is the rate of flow of….. Energy Charge protons
Cell energy ☺ electron lamp.
ELECTRICAL CIRCUITS.
Current Electricity and Elastic Properties
Electric Circuits AP Physics 1.
What is the formula which links the p. d
Calculate the current at point A
Course work Next week we are doing another PRACTICE course work
Chapter 17 Current electricity
Series Circuit – 1 bulb Series Circuit – 1 bulb.
ELECTROMOTIVE FORCE AND POTENTIAL DIFFERENCE
Unit 7 - Electricity The basis of electricity is the Law of Charges and the movement of electrons.
Unit 7 - Electricity The basis of electricity is the Law of Charges and the movement of electrons.
Electric Current, EMF and Electric Potential.
Series and parallel circuits
Current & Voltage AIM: To understand current and voltage at a physical level and appreciate some of the analogies used to help us think about voltage and.
Topic H: Electrical circuits
E.M.F and Internal Resistance
Electromotive Force and Potential Difference
AS Level Electricity - Circuits
Electricity.
Electric Potential difference
Circuit Symbols Switch (open): Switch (closed): Battery: Cell:
Current Electricity and Elastic Properties
Electricity and Magnetism
IN THE SPOTLIGHT!!!.
Circuit Components.
Current and Simple Circuits Voltage Resistance Safety
Electromotive Force Elliott.
Presentation transcript:

Describe as fully as you can the route for electrical energy from power station to your home.

Electromotive Force and Potential Difference 26/06/2018 LO: Describe the difference between e.m.f. & p.d. & reinforce with calculations Define the volt State Kirchhoff’s 2nd Law from measurements made of circuits

From Power Station to Home Back in the power station energy is transferred from other forms of energy into electrical energy. Once this electrical energy has been created it can be used to power components. Only in capacitors can electrical energy be stored, everyday devices cannot store electrical energy. Electromotive force (e.m.f.) is the energy transferred per unit charge from one type of energy to electrical. The charge is gaining energy.

e.m.f e.m.f is measured in volts. It is an expression of the maximum potential difference across the source. e.m.f is measured in volts where 1 volt is equal to one joule of energy per coulomb of charge. Mains electricity (230V) is therefore supplying each coulomb with 230 J. Based on this definition can you derive the formula?

E.m.f. tells us how much work is done on the charge Electromotive Force = Electrical energy transferred Charge Electromotive Force = Work Done E = W/Q So: E.m.f. tells us how much work is done on the charge

P.d. tells us how much work is being done __ each Coulomb of charge. P.d (Potential Difference) What is happening to the energy the charge has gained when it moves through a filament lamp? Potential difference is the amount of energy transferred per unit charge from electrical to another form. The charge is _______ energy. V = W/Q P.d. tells us how much work is being done __ each Coulomb of charge.

Joules per Coulomb (J/C) = Volt What are both e.m.f and p.d measured in? Joules per Coulomb (J/C) = Volt An e.m.f. of 1V means that 1J of energy is transferred to every Coulomb of charge from the supply (cell, generator). A p.d. of 1V means that 1J of energy is transferred away from every Coulomb of charge to a component (buzzer, lightbulb).

Another Way to Think About it… e.m.f is the property of the battery whereas p.d is the property of the circuit (including the battery). "emf' is the potential difference across a source of electricity when there is no current through the source. Close the circuit and current will flow but the cell may internally resist the flow. The potential difference seen across the terminals of the source will therefore be less than the potential difference when there is no current.

Example 1 A cooker requires 1.5MJ to heat a pie. The e.m.f. of mains is ____V. How many Joules per Coulomb does the charge gain? 230J/C In the heating filament, how much energy does the charge lose? 230J/C How much charge is supplied in total? 1.5x106/230 = 6520C (3.s.f)

If finished Q. 2 on P. 95 Example 2 A 12V battery drives a current of 2A around a circuit for one minute. How much charge flows around the circuit in this time? How much energy is transferred to the charge? How much energy does the charge transfer to the components in the circuit? 120C 1440J 1440J

Experiment: By building a simple test circuit compare the e.m.f and p.d. in both series and parallel circuits. If you finish early: Qu2 Page 95 AS Textbook

Kirchhoff’s Second Law: Measuring e.m.f. & p.d. in a circuit – Conclusions: Series circuit – e.m.f. is equal to the sum of …. Parallel circuit – The e.m.f is equal to the... Kirchhoff’s Second Law: In any closed loop in a circuit the sum of the e.m.f.’s is equal to the sum of the p.d.’s This is a result of conservation of _____

What does the variable resistor do? In pairs, set up the standard test circuit A V What does the variable resistor do?

Investigate how current varies with potential difference in a series circuit with a fixed resistor. -Draw a results table which includes currents in both directions -Plot a graph of p.d. (x) against current (y). -Calculate the gradient. How does this relate to the value of resistance of your resistor? -How are V, I & R related?