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Internal Resistance and Potential Dividers

Consequences of internal resistance for external circuits

  • 3 things to know
  • Unit AS 1

Overview

Recall questions on why headlamps dim when the starter turns and why an old battery gives a dim torch, the greatest current a source can deliver, the power delivered to the load against that wasted internally, why efficiency falls as the external resistance falls, and why a school extra-high-tension supply has a deliberately large internal resistance.

What you need to know

Answer each one before you reveal it.

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Key term

Write down expressions for the power delivered to the external circuit and the power wasted inside a source.

Key term

Why do a car's headlamps dim briefly when the starter motor is operated?

Key term

Why does the efficiency of energy transfer from a source fall as the external resistance is reduced?

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    Why do a car's headlamps dim briefly when the starter motor is operated?

    Model answer

    The starter motor draws a very large current from the battery, so the lost volts Ir become significant and the terminal potential difference falls, leaving less potential difference across the headlamps.

  2. 2

    Why does a torch become dimmer as its battery gets old, even though the electromotive force has hardly changed?

    Model answer

    The internal resistance rises as the cell discharges, so for the same lamp a larger share of the electromotive force is lost inside the cell and the terminal potential difference across the lamp falls.

  3. 3

    Why must a supply intended to deliver large currents have a low internal resistance?

    Model answer

    The lost volts are Ir, so with a large current a high internal resistance would produce a large drop in terminal potential difference and would also dissipate a great deal of energy inside the supply itself.

  4. 4

    Why is a car battery dangerous if its terminals are accidentally connected by a spanner?

    Model answer

    Its internal resistance is very small, so the short-circuit current E/r is enormous; the spanner and the battery heat rapidly and may cause burns, an explosion of the battery or a fire.

  5. 5

    State the expression for the greatest current a source can deliver, and explain why it is a maximum.

    Model answer

    The greatest current is I = E/r, obtained when the external resistance is zero, because from E = I(R + r) any external resistance can only make the total resistance larger and the current smaller.

  6. 6

    Write down expressions for the power delivered to the external circuit and the power wasted inside a source.

    Model answer

    The power delivered externally is I²R and the power wasted internally is I²r, where I is the current, R the external resistance and r the internal resistance, and the two together equal the total power EI produced by the source.

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