5.2 Resistance & Resistivity

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8 Terms

1
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How does materials have _________ to the flow of charge?

What is the relationship between free electrons as they move through the wire and ions?

Materials have resistance to the flow of charge: Current flow of charge, ions resisting flow causes resistance

Free electrons move through metal wire, collides with ions in the way so transfer some/all of their kinetic energy on collision causing electrical heating

<p>Materials have&nbsp;<strong>resistance</strong>&nbsp;to the flow of charge: <span><strong>Current</strong></span>&nbsp;<span><strong>flow</strong></span>&nbsp;of&nbsp;<span><strong>charge</strong></span>, ions resisting flow causes&nbsp;<span><strong>resistance</strong></span></p><p><strong>Free</strong>&nbsp;<strong>electrons</strong>&nbsp;<strong>move</strong>&nbsp;through metal wire, collides with ions in the way so&nbsp;<strong>transfer</strong>&nbsp;some/all of their&nbsp;<strong>kinetic</strong>&nbsp;<strong>energy</strong> on&nbsp;<strong>collision c</strong>ausing electrical&nbsp;<strong>heating</strong></p>
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<p>What does resistance depend on?</p><p>Equation of Resistance and units = </p><p>Resistivity equation: The longer the wire =  ,The thicker the wire (cross-sectional area) = </p><p>Resistivity (<span><strong>Ω m) </strong></span>is property describes….</p>

What does resistance depend on?

Equation of Resistance and units =

Resistivity equation: The longer the wire = ,The thicker the wire (cross-sectional area) =

Resistivity (Ω m) is property describes….

Resistance depends on length of wire, cross-sectional area through which current passing, resistivity of the material

Equation of Resistance = R=ρL/A. A = Area = π × r/d2,

R = resistance ( Ω), ρ = Resistivity (Ωm) , L = length (m), Cross-sectional area (m2)

Resistivity equation: The longer the wire, the greater its resistance, The thicker the wire, the smaller its resistance

Resistivity (Ω m) is property describes extent a material opposes flow of electric current through it

<p>Resistance depends on&nbsp;<span><strong>length</strong></span>&nbsp;of wire, <span><strong>cross-sectional area&nbsp;</strong></span>through which current passing,&nbsp;<span><strong>resistivity</strong></span>&nbsp;of the material</p><p>Equation of Resistance =  R=ρL/A.   A = <strong>Area = π × r/d<sup>2</sup></strong><span>,</span></p><p>R = resistance ( <strong>Ω</strong>), ρ = Resistivity (<strong>Ωm) </strong>, L = length (m), Cross-sectional area (m<sup>2</sup>)</p><p>Resistivity equation: The&nbsp;<span><strong>longer</strong></span>&nbsp;the wire, the&nbsp;<span><strong>greater</strong></span>&nbsp;its resistance, The&nbsp;<span><strong>thicker</strong></span>&nbsp;the wire, the&nbsp;<span><strong>smaller</strong></span>&nbsp;its resistance</p><p>Resistivity (<span><strong>Ω m) </strong></span>is property describes extent a material opposes flow of electric current through it</p>
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<p>Property of material, dependent on ______</p><p>Higher resistivity of material so it has…</p><p>Copper, relatively ______resistivity room temperature, used for electrical wires — ________ flows through very ______</p><p>Insulators have _____ resistivity, ______ current will flow through them</p><p>Cross-sectional area of a wire is proportional to the diameter ______ so if diameter doubles, area ______ causing resistance to ______ by a ________.</p>

Property of material, dependent on ______

Higher resistivity of material so it has…

Copper, relatively ______resistivity room temperature, used for electrical wires — ________ flows through very ______

Insulators have _____ resistivity, ______ current will flow through them

Cross-sectional area of a wire is proportional to the diameter ______ so if diameter doubles, area ______ causing resistance to ______ by a ________.

Property of material, dependent on temperature

Higher resistivity of material, higher its resistance

Copper, relatively low resistivity room temperature, used for electrical wires — current flows through very easily

Insulators have high resistivity, no current will flow through them

Cross-sectional area of a wire is proportional to the diameter squared so if diameter doubles, area quadruples causing resistance to drop by a quarter.

4
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Solids: vibrating atoms

Higher the temperature =

What happens when electric current flows of free electrons in a material?

Current decreases, resistance will ________ (from _ = _ _)

What does metallic conductors obey and if temperature increases or decreases what does this cause?

In a thermistor what happens when increases in temeperature?

Solids: vibrating atoms

Higher the temperature, the faster these atoms vibrate

Electric current flow of free electrons in a material so electrons collide with vibrating atoms which impede their flow, so current decreases

Current decreases, resistance will increase (from V = IR)

Metallic conductor obeys Ohm's law: Increase in temperature causes increase in resistance, Decrease in temperature causes decrease in resistance

Thermistor, increase in temperature causes decrease in resistance

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<p>What is a thermistor?</p><p>What is ntc?</p><p>Thermistors temperature sensors uses: </p><ul><li><p>Thermistor <strong>hotter</strong>, resistance _______</p></li><li><p>Thermistor&nbsp;<strong>cooler</strong>, resistance&nbsp;<strong>______</strong></p></li></ul><p></p>

What is a thermistor?

What is ntc?

Thermistors temperature sensors uses:

  • Thermistor hotter, resistance _______

  • Thermistor cooler, resistance ______

Thermistor non-ohmic conductor, sensory resistor resistance varies with temperature

Most thermistor negative temperature coefficient (ntc) components so if temperature increases, resistance of thermistor decreases

Thermistors temperature sensors uses: circuits in ovens, fire alarms and digital thermometers

  • Thermistor hotter, resistance decreases

  • Thermistor cooler, resistance increases

<p>Thermistor non-ohmic conductor, sensory resistor resistance varies with temperature</p><p>Most thermistor negative temperature coefficient (ntc) components so if temperature&nbsp;<strong>increases,</strong>&nbsp;resistance of thermistor&nbsp;<strong>decreases</strong></p><p>Thermistors temperature sensors uses: circuits in ovens, fire alarms and digital thermometers</p><ul><li><p>Thermistor <strong>hotter</strong>, resistance&nbsp;<strong>decreases</strong></p></li><li><p>Thermistor&nbsp;<strong>cooler</strong>, resistance&nbsp;<strong>increases</strong></p></li></ul><p></p>
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Do all material have resistivity?

Resistance: ________ flows through material, ______ up and electrical energy _______ as _______ energy

How is resistivity of material lowered?

All materials have some resistivity - even good electrical conductors e.g. copper and silver

Resistance: electricity flows through material, heats up and electrical energy wasted as thermal energy

Resistivity of material lowered by lowering its temperature

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<p>Superconductor:</p><p><span><strong>Critical temperature/temperature threshold/transition temperature:</strong></span></p><p>Common superconducting material:</p><p>Are all materials superconductors?</p><p></p>

Superconductor:

Critical temperature/temperature threshold/transition temperature:

Common superconducting material:

Are all materials superconductors?

Superconductor: A material with no resistance below a critical temperature.

Critical temperature: The temperature at which a material becomes superconducting

Common superconducting material mercury has a critical temperature of 4.2 K

Superconductivity is property only certain materials have the characteristics above

<p><span><strong>Superconductor: A material with no resistance below a critical temperature.</strong></span></p><p><span><strong>Critical temperature: The temperature at which a material becomes superconducting</strong></span></p><p>Common superconducting material mercury has a critical temperature of 4.2 K</p><p>Superconductivity is property only certain materials have the characteristics above</p>
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<p>Disadvantages of superconductors:</p><p>What are superconductors useful for?</p><p>Why is superconductors used in strong magnetic fields:</p><p>Applications:</p><p>What and where are maglev trains?</p>

Disadvantages of superconductors:

What are superconductors useful for?

Why is superconductors used in strong magnetic fields:

Applications:

What and where are maglev trains?

Getting it having a low temperature cold is difficult and expensive - uses lots of power

Superconductors useful for applications that require large electric currents

Useful for production of strong magnetic fields, reduction of energy loss / dissipation in the transmission of electric power

Applications: MRI scanners, Transformers & generators - for fewer fire risks, Motors, Monorail trains, Maglev (magnetic levitation) trains, Particle accelerators - need large magnetic fields to accelerate particles, Fusion reactors, Electromagnets, Power / electrical cables, Microchips,

Maglev trains require extremely strong electromagnets to levitate the train due to such a large mass so cna travel at extremely high speeds up to 603 km / h

Maglev train systems currently only exist in Japan, South Korea and China

<p>Getting it having a low temperature cold is difficult and expensive - uses lots of power </p><p>Superconductors useful for applications that require large electric currents</p><p>Useful for production of strong magnetic fields, reduction of energy loss / dissipation in the transmission of electric power</p><p>Applications: MRI scanners, Transformers &amp; generators - for fewer fire risks, Motors, Monorail trains, Maglev (magnetic levitation) trains, Particle accelerators - need large magnetic fields to accelerate particles, Fusion reactors, Electromagnets, Power / electrical cables, Microchips,</p><p>Maglev trains require extremely strong electromagnets to levitate the train due to such a large mass so cna travel at extremely high speeds up to 603 km / h</p><p>Maglev train systems currently only exist in Japan, South Korea and China</p>