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Pg 31-60 HUGHES Electrical & Electronic Technology
Simple dc circuit Pg 31-60 HUGHES Electrical & Electronic Technology
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What is circuit? A complete connection of a source and a load
Source : voltage source, current source such as battery Load : resistor, capacitor, inductor
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What is network? A network is a combination of several circuits
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Series circuit therefore
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therefore In general for n series of resistor, Rt
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Example 1 One man decides to connect two lamps of in series in order to get more light . However he found the lamps give out very litter light. Why? Can you explain this. To get full light , we must connect a single lamp to 220V source , thus we have When connect two lamps in series , then Since the current is less then the lamp cannot give light fully.
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Example 2 Calculate the voltage across each of resistors as in figure and hence calculate the supply voltage V
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Example 3 Calculate the circuit’s current
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Voltage divider
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Example 4 Given that R2=100W, calculate R1 in order to obtain an output voltage 10V across R2
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Parallel circuit but then
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then In general
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Current divider But and Therefore
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Example 5 Calculate I1,I2 and I3
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Example 6 Calculate the effective resistance and the power supply
Hence
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Example 7 Calculate the current in the 2 W resistor, given that
R1 =2 W R1 =4 W I1 = I - I2 = = 4A I1 and I2 are equal I1 and I2 are not equal
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Kirchoff’s laws Current Law- At any instant the algebraic sum of the currents at a junction in a network is zero
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Example 8 Determine the relationship between the currents I1 ,I2, I4 and I5. At junction a Hence At junction b Therefore Then or
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Example 9 Given that I1=2.5A and I2=-1.5A. Calculate the current I3.
From Kirchoff’s law
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Example 10 Determine the current I2, I4 and I5. At junction a
At junction b At junction c
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Example 11 Determine the current I1 and I2.
Use current divider concept a At junction a
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Voltage Kirchoff’s law
Total potential difference across connected components in a complete circuit is zero. The sign of potential difference (p.d) of the source (or e.m.f) is always in opposite sign of the passive components of the circuit or thus
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With many sources of e.m.f
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Example 12 Determine the Voltage V1 and V3. Loop A To check the result
Loop B Loop C
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Example 13 Calculate VAB for the network shown Branch A Branch B
Applying Kirchoff’s law
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Example 14 Calculate V1 and the e.m.f E2 Kirchoff’s law to left loop
Kirchoff’s law to right loop To check again for outside loop
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