Analogue Electronics

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59 Terms

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Electrical concepts with mechanical analogues

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Electrical Power

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Energy dissipated by an electrical circuit

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Voltage

  • Voltage (V) is the potential energy that pushes

charge around a circuit.

• It is defined as:

“1 Volt provides 1 Joule of energy to each

passing Coulomb of charge”

• A helpful analogy:

Voltage is to an electron in a circuit what height is

to a ball on a hill.

<ul><li><p>Voltage (V) is the potential energy that pushes</p></li></ul><p>charge around a circuit.</p><p>• It is defined as:</p><p>“1 Volt provides 1 Joule of energy to each</p><p>passing Coulomb of charge”</p><p>• A helpful analogy:</p><p>Voltage is to an electron in a circuit what height is</p><p>to a ball on a hill.</p>
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Voltage sources

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It is the … between

two parts of a circuit that makes

charges move

It is the potential difference between

two parts of a circuit that makes

charges move

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voltage arrow points in the direction

of ...

More positive voltage

<p>More positive voltage</p>
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Different parts of a circuit will have

different ….

Different parts of a circuit will have

different absolute voltages.

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Ground

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Charge, Q

Charge (Q) is the fundamental quantity that means

electrons (holes) react to an electrical potential

difference (voltage)

• A single electron has a charge,

𝑞 = −1.6 × 10−19𝐶

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Current, I

Current, I is the flow of discrete charges

𝑰 = 𝒅𝑸/𝒅𝒕

• It has a direction and a magnitude

• Current flows from ‘downwards’ in potential, e.g.

from areas of positive potential to ground

<p>Current, I is the flow of discrete charges</p><p>𝑰 = 𝒅𝑸/𝒅𝒕</p><p>• It has a direction and a magnitude</p><p>• Current flows from ‘downwards’ in potential, e.g.</p><p>from areas of positive potential to ground</p>
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<p>?</p>

?

Resistor

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<p>?</p>

?

Capacitor

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<p>?</p>

?

Inductor

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<p>?</p>

?

Semiconductors inc. diodes and transistors

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Ohm’s Law

Ohm’s law states that the current flowing through

a conductor (I) is linearly proportional to the

voltage across it (V).

This proportionality constant is the resistance, R

(in Ohms, ). So that we write:

𝑉 = 𝐼𝑅

<p>Ohm’s law states that the current flowing through</p><p>a conductor (I) is linearly proportional to the</p><p>voltage across it (V).</p><p>This proportionality constant is the resistance, R</p><p>(in Ohms, ). So that we write:</p><p>𝑉 = 𝐼𝑅</p>
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For materials that obey Ohm’s law, we

can write the power dissipation as:

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Ohmic conductors

Materials with a linear V-I relationship

are Ohmic conductors, a good example

being metals. Resistors are Ohmic.

<p>Materials with a linear V-I relationship</p><p>are Ohmic conductors, a good example</p><p>being metals. Resistors are Ohmic.</p>
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Non-ohmic conductors

Some materials or electronic devices

have non-linear V-I relationships. Many

semiconductor devices, e.g. diodes, are

non-Ohmic.

<p>Some materials or electronic devices</p><p>have non-linear V-I relationships. Many</p><p>semiconductor devices, e.g. diodes, are</p><p>non-Ohmic.</p>
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Resistance, R

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Small resistors that you may have seen inside electronic devices are often made …

Small resistors that you may have seen inside electronic devices are often made Nichrome (‘high’ resistivity) thin films

Wires are often thicker, with high conductivity metals

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Resistivity

The resistivity, , is a material property of

the conductor, and is a measure of:

• How many electrons are available…

• How easy it is to move electrons…

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Designs must use

Preferred resistor values

<p>Preferred resistor values</p>
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Circuit Topology

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Circuit connections

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Parallel share common

Voltage

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<p>What is parallel with R2?</p>

What is parallel with R2?

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Kirchoff’s Current Law (KCL)

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Kirchoff’s Voltage Law (KVL)

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For a resistor, the voltage arrow points….

For a resistor, the voltage arrow points towards the

node where the current enters.

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Combining resistors in series

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Combining resistors in parallel

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How do we write “parallel resistors”

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Potential Divider

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Current Divider method

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<p>What is the current Ib?</p>

What is the current Ib?

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Steps of loop analysis

Steps are:
1. Identify a set of loops to allow solution of the currents of interest
2. Sketch voltages from loop currents
3. Apply KVL
4. Solve set of simultaneous equations

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<p>Identify loops</p>

Identify loops

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What if you get negative current when doing loop analysis?

It only means that the direction of current is opposite of what we guessed. Direction of loops really doesn’t matter

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<p>Identify V</p>

Identify V

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Steps of nodal analysis

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<p>Find unknown voltages in nodes</p>

Find unknown voltages in nodes

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A system is said to be linear when

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<p>When the above is satisfied, it is said</p>

When the above is satisfied, it is said

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Graph of current against voltage of ohmic (linear) and non-ohmic (non-linear) behaviour

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Superposition is used to

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Steps of superposition

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  1. Linear

  2. Found two sources

<ol><li><p>Linear</p></li><li><p>Found two sources</p></li><li><p></p></li></ol><p></p>
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