1. Filament There is a significant surge when a filament lamp is first switched on. Propose a theoretical model and investigate it experimentally. Swiss.

Slides:



Advertisements
Similar presentations
IV Characteristics Electricity Lesson 4.
Advertisements

+ V (Volt) = W (work done, J) Q (charge, C)
Ohm’s Law Mitsuko J. Osugi Physics 409D Winter 2004 UBC Physics Outreach.
P2.4 Central heating model © Pearson Education Ltd Copying permitted for purchasing institution only. This material is not copyright free. This document.
Wind Power: For wind power A = frontal area (πr 2 ) m 2 ρ = density of air (≈1.3 kg/m 3 ) v = wind speed Ex – What max power can you get from a wind turbine.
PHYSICS 103: Lecture 20 Blackbody Radiation Light Bulbs Agenda for Today:
Current and Resistance JH
Voltage - Current Characteristics for a Filament Lamp
Heat Transfer on Electrical Components by Radiation
Specific Heat Capacity Hot Vs Cold Heat Vs Temperature In Physics, heat is: the flow of energy from a region of higher temperature to a region of lower.
Current and Resistance
Ohm’s law describes the relationship of current, voltage, and resistance.
Electrical Resistance Gr 9 Science. 4 Electrical resistance = the property of a substance that hinders electric current and converts electrical energy.
Electrical Resistance and Ohm’s Law. The Electric Current  Electric current is a measure of the rate at which electric charges move past a given point.
ChE 452 Lecture 15 Transition State Theory 1. Conventional Transition State Theory (CTST) 2 TST  Model motion over a barrier  Use stat mech to estimate.
Electricity and Magnetism Topic 5.2 Electric Circuits.
Electric Currents Topic 5.2 Electric Circuits. Electromotive Force Defining potential difference Defining potential difference The coulombs entering a.
Current, Voltage and Resistance Electricity. Current Electricity What do turning on a light, turning on a radio, and turning on your television have in.
Rates in Fluid Systems Volume Flow Rate = Δ in volume / time interval V = ΔV / Δt = cross sectional area x fluid speed V = Aν – Units of measurement: m.
P5 – Electric Circuits. Static Electricity When two objects are rubbed together and become charged, electrons are transferred from one object to the other.
Circuit Review of Exit Ticket
Electric Current & Circuits. What is the difference between static electricity and current electricity ? Static electricity is stationary or collects.
1. Complete the following circuit diagram to show the two light bulbs in parallel to each other, connected to the 12 V battery. 2. Marty placed a voltmeter.
Electric circuits 1. SymbolNameDescription of how it works.
Electrical Resistance Electrical resistance is a measure of how difficult it is for electricity (electrons) to flow through a material. The units of resistance.
Turn up the heating The electric current Heating effects of a current Voltage – Current graphs.
5.3 More current – pd graphs The resistance of a filament lamp increases with increased temperature The resistance of a diode depends on the p.d. (voltage)
Electricity 2 Thomas Edison Lesson Objectives I know some circuit symbols for common components. I know what is meant by resistance I know.
Electromotive force. Learning Objectives (a) recall and use appropriate circuit symbols as set out in SI Units, Signs, Symbols and Abbreviations (ASE,
19.3 Resistance and resistivity
Specific Heat Capacity. The specific heat capacity is the amount of energy required to increase the temperature of 1kg of a substance by 1˚C We will calculate.
IP Lamp IV curve © Oxford University Press 2011 Lamp IV curve.
Chapter 18 Electric Circuits Chapter Opening 18.1 Electric circuits and electric current 18.2 Electrical energy and voltage 18.3 Resistance and Ohm’s law.
 When electric charges flow they experience opposition or resistance which reduces the amount of energy they have  Greater resistance -> greater amount.
Plan for Today (AP Physics I) Test review Go over Conceptual Review Problems Test Review problems.
Heat Transfer by Convection
© 2010 Pearson Education, Inc. PowerPoint ® Lectures for College Physics: A Strategic Approach, Second Edition Chapter 11 Using Energy.
Circuits and Ohms Law Through Investigation, I understand the relationship between current, voltage and resistance. I can apply this knowledge to solve.
Measuring Electricity. Electric Potential – the electrical energy that an electron possesses. Electric current is a measure of the rate at which the electric.
Current is the rate of flow of….. Energy Charge protons
What we will do What we will learn 10CSC1 18 Haratua 2015
Higher Electricity.
P2 Topic 2: Controlling and using electric currents
Heat Transfer: The Physics of Computer Cooling By Kenneth Yu
Electrical Circuits lesson 3
Resistance By the end of this lesson, you will be able to…
EDEXCEL IGCSE PHYSICS 2-4 Electrical Resistance
Series Circuit – 1 bulb Series Circuit – 1 bulb.
Radiation.
Be able to describe how the resistance of LDRs and Thermistors varies.
Topic 8.5: Blackbody Radiation
Be able to describe how the resistance of a diode varies.
Chapter 27. Current and Resistance
ELECTRICAL CIRCUIT BOARDS
SYMBOLS FUNCTION
Heat Capacity of Electron Gas
P2 Topic 2: Controlling and using electric currents
Chapter 27. Current and Resistance
Chapter 9: Current and resistance
P2 Topic 2: Controlling and using electric currents
Chapter 27. Current and Resistance
Electricity Review.
Electricity and Magnetism
Goal: To understand heat
Draw the symbols for the below components: Cell: Battery:
Electricity Review.
P2 - Physics Circuits.
ENERGY Energy J Kinetic Energy J Elastic potential energy J Ek Ee E
Presentation transcript:

1. Filament There is a significant surge when a filament lamp is first switched on. Propose a theoretical model and investigate it experimentally. Swiss Team, Seoul 2007

Theory cold hot The resistivity depends on the temperature! Swiss Team, Seoul 2007

Theory How does the resistance depend on temperature? Approximation (based on measured data): Swiss Team, Seoul 2007

Theory γ · R0 β· R0 α · R0 Resistance Swiss Team, Seoul 2007 Midwest Tungsten Service, Willowbrook, USA; www.tungsten.com

Energy PR PE PH Swiss Team, Seoul 2007

Theory PE = electric power PR = radiation power PH = heat power V = Voltage R = Resistance ε = emissivity of Tungsten σ = Stefan – Boltzmann constance = 0.567·10-7 W·m-2·k-4 A = surface c = heat capacity = 134 J·kg-1·K-1 m = mass Swiss Team, Seoul 2007

Theory How does the temperature change? T0=293.15K  ΔT=37.7K (timestep 1 ms) T1=T0 + ΔT …. Swiss Team, Seoul 2007

Filament Length of the filament: Number of turns n = 140 Surface: 0.15mm d=0.03mm Length of the filament: Number of turns n = 140 Surface: Volume: Mass: d length 0.15mm Swiss Team, Seoul 2007

Emissivity of Tungsten Definition: The emissivity is a dimensionless coefficient which describes the radiation of an object. It depends on the surface, the temperature and the material.

Measuring emissivity Stationary current: constant temperature Therefore we can calculate the emissivity for different temperatures from our measured data.

Emissivity Accepted value: ε = 0.33 at 2700 K  reasonable results Swiss Team, Seoul 2007

Calculations Numerical calculation of T(t) using Maple I(t) = V/R(T(t))

Calculation: Temperature Swiss Team, Seoul 2007

Calculation: Current Swiss Team, Seoul 2007

Experiments Experiment 1: Stationary current (test of reliabilty of the numerical calculation) Experiment 2: Current surge after switching on

Experiment 1: Current vs. Potential Voltage source Voltmeter Ammeter Swiss Team, Seoul 2007

Experiment: Current vs. Voltage Swiss Team, Seoul 2007

Experiment 2 Voltage source LabPro Switch Voltage probe Current probe Swiss Team, Seoul 2007

Experiment I V LabPro Swiss Team, Seoul 2007

Experiment: Voltage vs. Time Swiss Team, Seoul 2007

Experiment: Current vs. Time Voltage=3V Swiss Team, Seoul 2007

Comparison: Theory – Experiment Swiss Team, Seoul 2007

Summary We established a theoretical model describing the phenomenon. We numerically calculated the temperature and current after switching on the light bulb. Experimental data corresponds very well to our theory and model. Swiss Team, Seoul 2007