Higher Tier: what the solid-sphere particle model omits
| English | 中文 | Pinyin · 拼音 |
|---|---|---|
| particle model/ˈpɑːtɪkl ˈmɒdl/ | 粒子模型 | lì zi mó xíng |
| model limitation/ˈmɒdl ˌlɪmɪˈteɪʃn/ | 模型局限 | mó xíng jú xiàn |
What would explain this observation?
- Higher Tier: A drawing of identical solid balls can show particle spacing, but it cannot by itself explain why one substance boils at a different temperature from another. The missing attractions matter.
- Start with a prediction. State the quantities or features you would compare, then decide what evidence could distinguish two explanations.
Build the model
- The simple particle model 粒子模型 represents particles as solid inelastic spheres without forces between them. It usefully compares arrangement, spacing and motion in solids, liquids and gases. Its limitations include absent attractive forces, identical spherical shapes and the impression that particles are filled solid objects. Real particles can be atoms, ions or molecules with different shapes and internal structures; an atom itself is mostly empty space.
- particle model: A representation of matter using particles to explain arrangement and behaviour; model limitation 模型局限: A feature omitted or simplified that restricts a model’s explanatory use.
Which missing feature prevents a sphere-only model explaining different boiling temperatures?
Without attractions, the drawing cannot explain energy needed to separate particles or the different melting and boiling temperatures of substances. Treat the balls as symbols for particles, not literal hard miniature pieces of bulk material. A model may succeed at showing close liquid particles while needing an extended force account to explain boiling. Individual particles do not acquire the substance’s bulk hardness or melting point.
Match each technical term to its precise meaning.
Use the definitions to distinguish related quantities and processes.
Choose evidence that can test it
- Without attractions, the drawing cannot explain energy needed to separate particles or the different melting and boiling temperatures of substances. Treat the balls as symbols for particles, not literal hard miniature pieces of bulk material. A model may succeed at showing close liquid particles while needing an extended force account to explain boiling. Individual particles do not acquire the substance’s bulk hardness or melting point.
- Compare the same state-change story using a sphere diagram and a labelled force model. For every criticism state what is omitted and the consequence for the explanation. Keep useful features such as particle-number conservation. A model improvement is a justified new representation, not simply adding many details with no explanatory purpose.
Which two habits make the investigation or model in this case more defensible?
Compare the same state-change story using a sphere diagram and a labelled force model. For every criticism state what is omitted and the consequence for the explanation. Keep useful features such as particle-number conservation. A model improvement is a justified new representation, not simply adding many details with no explanatory purpose.
Work from known quantities
- State the known values and their units. Choose the relation because its assumptions fit this case, then rearrange before substitution.
- Known: a supplied model drawing has twelve particles before melting and twelve after. The model conserves particle number while changing arrangement. If a second drawing has eighteen spheres after melting with no particles entering, it incorrectly suggests particle creation: the excess is 18−12=6. This arithmetic tests the diagram, not a physical multiplication of atoms during melting.
A drawing changes from 16 to 22 spheres with no particles entering. How many excess spheres have been introduced? Use the same sequence: known quantities → model → relation → substitution → unit and interpretation.
A drawing changes from 16 to 22 spheres with no particles entering. How many excess spheres have been introduced?
The result is 6 particles. Known: a supplied model drawing has twelve particles before melting and twelve after. The model conserves particle number while changing arrangement. If a second drawing has eighteen spheres after melting with no particles entering, it incorrectly suggests particle creation: the excess is 18−12=6. This arithmetic tests the diagram, not a physical multiplication of atoms during melting.
Check the conclusion and its limits
- Saying only that the model is unrealistic gives no specific limitation. A force-free model cannot explain different attraction strengths, but this does not make every spacing inference invalid. The specification’s explicit evaluation clause is Higher-only; ordinary state predictions remain both-tier.
- Return to the original observation. Explain what the result supports, which conditions it assumes, and one way to test a competing explanation.
A solid-sphere drawing alone explains all differences in melting points. This claim is false: Saying only that the model is unrealistic gives no specific limitation. A force-free model cannot explain different attraction strengths, but this does not make every spacing inference invalid. The specification’s explicit evaluation clause is Higher-only; ordinary state predictions remain both-tier.
Higher Tier: what the solid-sphere particle model omits: Without attractions, the drawing cannot explain energy needed to separate particles or the different melting and boiling temperatures of substances. Treat the balls as symbols for particles, not literal hard miniature pieces of bulk material. A model may succeed at showing close liquid particles while needing an extended force account to explain boiling. Individual particles do not acquire the substance’s bulk hardness or melting point.
A solid-sphere drawing alone explains all differences in melting points.
Saying only that the model is unrealistic gives no specific limitation. A force-free model cannot explain different attraction strengths, but this does not make every spacing inference invalid. The specification’s explicit evaluation clause is Higher-only; ordinary state predictions remain both-tier.
A representation of matter using particles to explain arrangement and behaviour: write the technical term.
particle model means A representation of matter using particles to explain arrangement and behaviour.