Mastering AQA A-level Physics Unit 1: Using the Insert (Jan 2021) | 掌握AQA A-level物理Unit 1：如何用好2021年1月附表

📚 Mastering AQA A-level Physics Unit 1: Using the Insert (Jan 2021) | 掌握AQA A-level物理Unit 1：如何用好2021年1月附表

The January 2021 AQA A-level Physics Unit 1 paper tested core topics in particles, quantum phenomena, and electricity. Students were provided with an official “insert” containing equations, constants, and data tables. This article breaks down the essential concepts and shows you how to use that insert effectively to maximise your marks.

2021年1月AQA A-level物理Unit 1试卷考察了粒子物理、量子现象和电学等核心主题。考试会提供一份官方“附表”，其中包含公式、常量与数据表。本文将拆解核心概念，并教您如何有效利用附表中信息来最大化得分。

1. Understanding the AQA Physics Insert | 理解AQA物理附表

The insert is not just a memory aid — it is a problem-solving toolkit. It lists fundamental constants, such as the speed of light c = 3.00 × 10⁸ m s⁻¹, Planck constant h = 6.63 × 10⁻³⁴ J s, and the elementary charge e = 1.60 × 10⁻¹⁹ C. It also includes equations for mechanics, electricity, quantum physics, and particle physics.

附表不仅仅是记忆辅助工具，它是解题工具箱。它列出了基本常量，例如光速 c = 3.00 × 10⁸ m s⁻¹、普朗克常量 h = 6.63 × 10⁻³⁴ J s、元电荷 e = 1.60 × 10⁻¹⁹ C。还包含力学、电学、量子物理和粒子物理的公式。

Always check the insert before writing any equation – many numerical values are given exactly there.

在写任何方程前务必先查看附表——许多数值已在其中精确给出。
Learn the arrangement of the insert so you can locate the right formula in seconds.

熟记附表的排版，以便几秒内找到所需公式。

2. Particle Zoo – Hadrons and Leptons | 粒子分类 – 强子与轻子

Hadrons are particles that feel the strong nuclear force. They are made of quarks. Examples include protons and neutrons. Leptons, such as electrons and neutrinos, do not experience the strong force.

强子是参与强相互作用的粒子，由夸克组成，例如质子和中子。轻子（如电子和中微子）不参与强相互作用。

Baryons (e.g. proton, neutron) are made of three quarks. Mesons (e.g. pion, kaon) are made of one quark and one antiquark.

重子（如质子、中子）由三个夸克组成；介子（如π介子、K介子）由一个夸克和一个反夸克组成。
Leptons have half-integer spin and obey the Pauli exclusion principle. The electron, muon, and tau are charged leptons; each has an associated neutrino.

轻子具有半整数自旋，遵守泡利不相容原理。电子、μ子、τ子是带电轻子；每种都对应一种中微子。

Baryon number and lepton number are conserved in all particle interactions.

在所有粒子相互作用中，重子数和轻子数守恒。

3. Quarks and Exchange Particles | 夸克与交换粒子

Quarks come in six flavours, but A-level Physics usually focuses on up (u), down (d), and strange (s). The charge of a quark is +⅔e for u, −⅓e for d and s. Antiquarks have opposite charges.

夸克有六种“味”，但A-level物理通常关注上夸克(u)、下夸克(d)和奇异夸克(s)。u夸克电荷为 +⅔e，d和s夸克电荷为 −⅓e。反夸克电荷相反。

Proton = uud, neutron = udd. Strange particles contain a strange quark or antiquark.

质子 = uud，中子 = udd。奇异粒子含有奇异夸克或反奇异夸克。
The strong force between quarks is mediated by gluons; the weak force is mediated by W⁺, W⁻, and Z⁰ bosons.

夸克之间的强相互作用由胶子传递；弱相互作用由W⁺、W⁻和Z⁰玻色子传递。

Beta-minus decay: n → p + e⁻ + v̄ₑ

β⁻衰变：n → p + e⁻ + v̄ₑ

4. The Photoelectric Effect | 光电效应

The photoelectric effect demonstrates that light behaves as particles (photons). A photon’s energy is E = hf. The work function φ is the minimum energy needed to release an electron from a metal surface.

光电效应证明光具有粒子性（光子）。光子能量为 E = hf。逸出功 φ 是从金属表面释放一个电子所需的最小能量。

hf = φ + K_max , where K_max = eVₛ

hf = φ + K_max ，其中 K_max = eVₛ

The stopping potential Vₛ is measured in a photoelectric cell; it depends on the frequency of light, not the intensity.

遏止电压 Vₛ 在光电管中测量；它取决于光的频率，而非光的强度。
If hf < φ, no photoelectrons are emitted, regardless of intensity. This cannot be explained by wave theory.

若 hf < φ，则无论光强多大，都不能发射光电子。这无法用波动理论解释。

5. Wave-Particle Duality and Energy Levels | 波粒二象性与能级

Electrons and other particles also exhibit wave-like behaviour. The de Broglie wavelength λ is given by λ = h/p, where p is momentum. In the hydrogen atom, electrons occupy discrete energy levels; transitions produce spectral lines.

电子及其他粒子也表现出波动性。德布罗意波长 λ = h/p，其中 p 为动量。在氢原子中，电子占据分立的能级；跃迁产生谱线。

E₂ − E₁ = hf

The photon energy for an atomic transition is exactly the energy difference between two levels.

原子跃迁的光子能量恰好等于两个能级之间的能量差。
Ionisation is the removal of an electron to infinity – the energy required is the ionisation energy.

电离是指将一个电子移到无穷远处——所需能量即为电离能。

6. Current, Resistance and Resistivity | 电流、电阻与电阻率

Current is the rate of flow of charge: I = ΔQ/Δt. For a conductor, resistance R = V/I. The resistivity ρ is a material property, related to resistance by R = ρL/A.

电流是电荷流动的速率：I = ΔQ/Δt。对于导体，电阻 R = V/I。电阻率 ρ 是材料属性，与电阻的关系为 R = ρL/A。

R = ρL/A , where A is the cross-sectional area and L the length.

R = ρL/A ，其中 A 是横截面积，L 是长度。

Resistivity is measured in Ω m. Metals have low resistivity; semiconductors have higher resistivity.

电阻率的单位是 Ω m。金属电阻率低，半导体电阻率较高。
As temperature rises, metal resistivity increases, but semiconductor resistivity usually decreases.

温度升高时，金属电阻率增大，而半导体电阻率通常减小。

7. Circuit Analysis – Series and Parallel | 电路分析 – 串联与并联

In series circuits, the current is the same through each component; the total resistance is the sum of individual resistances. In parallel circuits, the voltage across each branch is the same; the reciprocal of total resistance equals the sum of reciprocals.

串联电路中，通过每个元件的电流相同；总电阻等于各电阻之和。并联电路中，各支路两端电压相同；总电阻的倒数等于各支路电阻倒数之和。

Series: Rₜₒₜ = R₁ + R₂ + R₃ …

串联：Rₜₒₜ = R₁ + R₂ + R₃ …

Parallel: 1/Rₜₒₜ = 1/R₁ + 1/R₂ + 1/R₃ …

并联：1/Rₜₒₜ = 1/R₁ + 1/R₂ + 1/R₃ …

Kirchhoff’s first law (charge conservation): total current entering a junction equals total current leaving.

基尔霍夫第一定律（电荷守恒）：进入节点的总电流等于离开节点的总电流。
Kirchhoff’s second law (energy conservation): the sum of e.m.f.s around a closed loop equals the sum of potential differences.

基尔霍夫第二定律（能量守恒）：沿闭合回路，电动势之和等于电势差之和。

8. Potential Divider and Sensors | 分压器与传感器

A potential divider is two or more resistors in series across a source. The output voltage across one resistor is proportional to its resistance. This principle is used with LDRs and thermistors to make sensors.

分压器是跨接电源的多个串联电阻。输出端某个电阻上的电压与其阻值成正比。该原理与光敏电阻(LDR)、热敏电阻一起构成传感器。

Vₒᵤₜ = Vₛ × R₂/(R₁ + R₂)

In light-dependent resistors, resistance falls as light intensity increases. In thermistors, resistance falls as temperature rises.

光敏电阻的阻值随光强增大而减小；热敏电阻的阻值随温度升高而减小。
When using the insert, check whether you need the equation for ratio or the full potential divider formula.

使用附表时，请确认您需要的是比例关系式还是完整的分压公式。

9. Using Data from the Insert in Calculations | 利用附表中的数据进行计算

The Jan 2021 insert contained exact values for Planck constant, electron charge, rest masses, and the Avogadro constant. Many calculation errors come from using rounded or outdated constants from memory.

2021年1月附表给出了普朗克常量、电子电荷、静质量和阿伏伽德罗常数的精确值。许多计算错误源于使用记忆中的近似值或过时常量。

Write down the value from the insert, then substitute it into the equation.

先写下附表中的数值，再代入方程。
Check units carefully – convert keV to J where necessary (1 eV = 1.60 × 10⁻¹⁹ J).

仔细检查单位——必要时将keV转换为J（1 eV = 1.60 × 10⁻¹⁹ J）。

Energy equivalent of mass: E = mc²

质能方程：E = mc²

10. Common Pitfalls and Exam Strategy | 常见错误与应考策略

Many students lose marks not from lack of knowledge, but from poor use of units, missing sign conventions, and not quoting final answers to a sensible number of significant figures. The insert is there to support you – but only if you know which equation to select.

许多学生丢分并非因为知识不足，而是因为单位处理不当、符号约定缺失，以及最终答案的有效数字位数不合理。附表就在那里——但前提是您知道该选哪条公式。

Always define symbols when using an equation from the insert – examiners reward clear working.

使用附表公式时，务必解释每个符号的含义——考官会奖励清晰的过程。
Spend no more than 1 minute per mark. If a question is difficult, move on and return later.

每分题目不超过1分钟。如果遇到难题，先跳过，之后再来处理。
For multiple-choice questions, eliminate obvious wrongs using dimensional analysis.

对于选择题，用量纲分析排除明显错误选项。

The best preparation is to practise past papers with the exact insert in front of you. Timed practice builds speed and confidence, turning the insert from a static sheet into a dynamic weapon for scoring.

最好的备考方式是在眼前放上真实的附表进行真题计时练习。限时训练能提升速度和信心，把附表从一张静态纸变成得分的利器。

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Mastering AQA A-level Physics Unit 1: Using the Insert (Jan 2021) | 掌握AQA A-level物理Unit 1：如何用好2021年1月附表