Internal Resistance Explorer
Explore a real source while discharging or being charged, with a signed-current V–I graph, terminal-p.d. checks, and explicit power accounting.
Learning goals
- Apply potential difference, e.m.f. and electrical power relationships.
- Analyse e.m.f., terminal potential difference and internal resistance in real sources.
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Change one variable at a time and watch the model respond.
Source setup
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Observation logCompare what changed0 saved
Change one variable, save another reading, then compare the evidence.
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Fair-test check
Study lensDistinguish e.m.f. from terminal potential difference in a real-source model.
Try this
Define current direction first; the graph then keeps one equation, V = ε − rI.
Learn to
- Distinguish e.m.f. from terminal potential difference in a real-source model.
- Use the correct terminal-p.d. sign for discharging and charging.
- Interpret the intercept and signed gradient of a terminal-p.d.–current graph.
Exam transfer
Governing idea
With current defined positive when it leaves the positive terminal, V = ε − rI. During charging I is negative; using charging-current magnitude Icharge gives V = ε + Icharge r.
Model boundary
The source has constant e.m.f. and internal resistance, the external load is purely resistive, and wire resistance is negligible. Real values can vary with temperature, state of charge, and current.
Avoid this trap
E.m.f. is not always the terminal p.d. During discharge V < ε; during charging V > ε; only at I = 0 does V = ε in this model.
How to explore
Connect terminal p.d., lost volts, signed-current graphs, and power balance for a real source.
Predict the outcome, change one variable at a time, then interpret the result. Completion records participation only and does not award mastery.
About this activity
Explore a real source while discharging or being charged, with a signed-current V–I graph, terminal-p.d. checks, and explicit power accounting. A text explanation and no-JavaScript route remain available.
How this activity affects progress
Course and syllabus information
- Course
- GCE A-Level H2 Physics
- Edition
- GCE A-Level H2 Physics 2027