Waves, Sound & Light — Extension · Physical Science: Matter, Forces & Energy, Grade 8
Connect vibrating sources, wave properties, sound, light and information with a complete source–medium–receiver model. This is a required chapter and is included in the course final.
From source vibration to a receiver
Investigate
How do source motion, wave properties and the intervening medium explain a receiver’s response?
Use three sessions: plan the question, boundary and predicted mechanism; collect safe records or analyze the supplied data; then graph, explain, compare with the initial model and propose a revision. The data option needs no special equipment. Time is a suggested allocation, not a measured completion claim.
Materials
- Provided data
- Graph paper or notebook
Before you begin
This investigation uses data only; no lasers, loud sound, mains electricity, or specialist equipment is needed.
Plan an evidence comparison
Compare amplitude at fixed frequency using A/B and frequency at fixed amplitude using A/C. Use the same displacement scale and time window. Received effects also depend on distance, medium and receiver, so source changes alone cannot isolate every outcome.
Method
- List observations and unresolved questions from the source–receiver phenomenon. Draw an initial model including the gap between them.
- Read the common time window and amplitude units. Calculate frequency by complete cycles divided by seconds.
- Compare A/B to isolate amplitude and A/C to isolate frequency. Sketch each vibration trace on matching scales.
- Explain how neighboring material interactions can transmit a disturbance while particles mainly oscillate locally. Add a receiver and energy-transfer arrows.
- Use a separate model speed 6 m/s with frequencies 1, 2, 3 and 6 Hz to find wavelengths 6, 3, 2 and 1 m. Distinguish a spatial wave graph from a time vibration graph.
- Predict how a vacuum gap changes ordinary sound transmission and why the same conclusion does not apply to light or magnetic interactions.
- Revise the first model and propose a safe evidence comparison. Use only supplied data or quiet visual source observations; no loud shaking demonstration.
Example data — for analysis when materials are unavailable
Illustrative example data for analysis, not measurements collected by the learner.
| Source | Amplitude (mm) | Complete cycles | Time window (s) | Frequency (Hz) |
|---|---|---|---|---|
| A | 1 | 4 | 0.02 | 200 |
| B | 3 | 4 | 0.02 | 200 |
| C | 1 | 6 | 0.02 | 300 |
Analyze and explain
- Calculate the three source frequencies and identify the isolated changes.
- Explain why greater amplitude does not automatically mean higher pitch.
- Use a vibration record to distinguish frequency and amplitude. Explain what a receiver model needs beyond the source graph.
- Describe the vacuum transfer case and one limitation of an exact received-loudness claim.
What a strong explanation includes
- Calculate 200, 200 and 300 Hz with the common time window.
- Distinguish amplitude, frequency and wavelength.
- Explain successive interactions in a material medium.
- Trace energy and include a receiver.
- State the model’s limits and a specific revision.
Parent / teacher guide: discuss after the investigation
Sources A and B each give 4/0.02=200 Hz, while C gives 6/0.02=300 Hz. A/B isolates amplitude in the supplied source model, and A/C isolates frequency. B has larger displacement amplitude without a higher frequency; C has higher frequency without larger amplitude. A general higher-pitch prediction concerns C, but exact perceived loudness needs source, distance, medium, losses and receiver information. The source can transfer energy through successive interactions with nearby matter; particles need not travel all the way to the receiver. A complete model connects source vibration, the intervening medium and receiver response. The separate propagation record has constant modeled speed 6 m/s, so wavelength is speed/frequency and gives 6, 3, 2 and 1 m. Its spatial repetition is different from the time-axis source graphs. An ordinary sound path cannot cross a vacuum gap, whereas electromagnetic light and magnetic interactions can. A revised model should therefore use different mechanisms for these effects instead of claim that every influence needs air. The numbers are illustrative and are not measurements collected by the learner. No loud sound or specialist apparatus is needed to explain and test the supplied relationships.
Compare this model with the learner’s actual evidence. Different measurements can support a different conclusion; check the reasoning and limitations, not matching wording.
Extend the chapter investigation by evaluating its evidence and proposing a better test.
Problem 1
Answer and explanation
Sources A and B each give 4/0.02=200 Hz, while C gives 6/0.02=300 Hz. A/B isolates amplitude in the supplied source model, and A/C isolates frequency. B has larger displacement amplitude without a higher frequency; C has higher frequency without larger amplitude. A general higher-pitch prediction concerns C, but exact perceived loudness needs source, distance, medium, losses and receiver information. The source can transfer energy through successive interactions with nearby matter; particles need not travel all the way to the receiver. A complete model connects source vibration, the intervening medium and receiver response. The separate propagation record has constant modeled speed 6 m/s, so wavelength is speed/frequency and gives 6, 3, 2 and 1 m. Its spatial repetition is different from the time-axis source graphs. An ordinary sound path cannot cross a vacuum gap, whereas electromagnetic light and magnetic interactions can. A revised model should therefore use different mechanisms for these effects instead of claim that every influence needs air. The numbers are illustrative and are not measurements collected by the learner. No loud sound or specialist apparatus is needed to explain and test the supplied relationships.
Problem 2
Answer and explanation
Sources A and B each give 4/0.02=200 Hz, while C gives 6/0.02=300 Hz. A/B isolates amplitude in the supplied source model, and A/C isolates frequency. B has larger displacement amplitude without a higher frequency; C has higher frequency without larger amplitude. A general higher-pitch prediction concerns C, but exact perceived loudness needs source, distance, medium, losses and receiver information. The source can transfer energy through successive interactions with nearby matter; particles need not travel all the way to the receiver. A complete model connects source vibration, the intervening medium and receiver response. The separate propagation record has constant modeled speed 6 m/s, so wavelength is speed/frequency and gives 6, 3, 2 and 1 m. Its spatial repetition is different from the time-axis source graphs. An ordinary sound path cannot cross a vacuum gap, whereas electromagnetic light and magnetic interactions can. A revised model should therefore use different mechanisms for these effects instead of claim that every influence needs air. The numbers are illustrative and are not measurements collected by the learner. No loud sound or specialist apparatus is needed to explain and test the supplied relationships.
Problem 3
Answer and explanation
Sources A and B each give 4/0.02=200 Hz, while C gives 6/0.02=300 Hz. A/B isolates amplitude in the supplied source model, and A/C isolates frequency. B has larger displacement amplitude without a higher frequency; C has higher frequency without larger amplitude. A general higher-pitch prediction concerns C, but exact perceived loudness needs source, distance, medium, losses and receiver information. The source can transfer energy through successive interactions with nearby matter; particles need not travel all the way to the receiver. A complete model connects source vibration, the intervening medium and receiver response. The separate propagation record has constant modeled speed 6 m/s, so wavelength is speed/frequency and gives 6, 3, 2 and 1 m. Its spatial repetition is different from the time-axis source graphs. An ordinary sound path cannot cross a vacuum gap, whereas electromagnetic light and magnetic interactions can. A revised model should therefore use different mechanisms for these effects instead of claim that every influence needs air. The numbers are illustrative and are not measurements collected by the learner. No loud sound or specialist apparatus is needed to explain and test the supplied relationships.
Problem 4
Answer and explanation
Sources A and B each give 4/0.02=200 Hz, while C gives 6/0.02=300 Hz. A/B isolates amplitude in the supplied source model, and A/C isolates frequency. B has larger displacement amplitude without a higher frequency; C has higher frequency without larger amplitude. A general higher-pitch prediction concerns C, but exact perceived loudness needs source, distance, medium, losses and receiver information. The source can transfer energy through successive interactions with nearby matter; particles need not travel all the way to the receiver. A complete model connects source vibration, the intervening medium and receiver response. The separate propagation record has constant modeled speed 6 m/s, so wavelength is speed/frequency and gives 6, 3, 2 and 1 m. Its spatial repetition is different from the time-axis source graphs. An ordinary sound path cannot cross a vacuum gap, whereas electromagnetic light and magnetic interactions can. A revised model should therefore use different mechanisms for these effects instead of claim that every influence needs air. The numbers are illustrative and are not measurements collected by the learner. No loud sound or specialist apparatus is needed to explain and test the supplied relationships.