The IB Physics Internal Assessment (IA) accounts for twenty percent of your final grade and is the only component of the IB Diploma Physics course where you have full control over the outcome. Unlike timed examination papers, the IA is a sustained piece of independent scientific investigation that you develop over several weeks. It is assessed by your own teacher against five standardised rubric criteria, then moderated externally to ensure consistency of grading across the world. Understanding precisely what each criterion rewards — and how the five criteria interconnect — is the single most effective preparation strategy available to any IB Physics candidate, whether you are enrolled at HL or SL.
Most candidates approach the IA as a sequence of tasks to complete: collect data, plot a graph, write a conclusion. This procedural mindset consistently produces Band 4 and Band 5 reports. The distinguishing characteristic of Band 6 IAs is not more sophisticated equipment or more complex mathematics. It is a systematic understanding of how the five rubric criteria — Personal Engagement, Exploration, Analysis, Evaluation, and Communication — function as an integrated assessment framework, and deliberate alignment of every section of the report with what examiners are actively looking for within each criterion.
The five criteria as an integrated system
Before examining each criterion individually, it is essential to understand that the five criteria are not five independent boxes to tick. They form a developmental sequence: each criterion builds on the previous one. Personal Engagement generates the independent initiative that shapes the investigation; Exploration documents the methodology designed to produce meaningful data; Analysis processes that data with precision; Evaluation judges the quality and significance of the findings; and Communication ensures that the entire investigation is presented in a form that examiners can navigate and assess without ambiguity.
This sequential logic means that weaknesses in early criteria compound as you move through the report. A candidate who scores Band 3 on Personal Engagement is unlikely to achieve Band 6 on Exploration, because the independent initiative that defines a Band 5 or Band 6 Exploration is a direct extension of the personal engagement demonstrated at the outset. Conversely, a strong foundation in Personal Engagement creates the conditions for a compelling Exploration, which in turn provides the raw material for a rigorous Analysis, and so on through the remaining criteria.
The maximum raw score for the IA is 24 marks, distributed across the five criteria with different weightings. Personal Engagement and Exploration each carry a maximum of 4 marks. Analysis carries 6 marks. Evaluation carries 6 marks. Communication carries 4 marks. The total is then converted to a grade from 1 to 7 using the IB grade boundaries, which are set annually to reflect the standard of the cohort. For most recent administrations, a score of 21–24 has corresponded to a grade 7, with grade boundaries shifting slightly between examination sessions.
| Criterion | Maximum Raw Marks | Band Descriptor Focus |
|---|---|---|
| Personal Engagement | 4 | Independent initiative; personal context and rationale |
| Exploration | 4 | Research question clarity; variable identification; controlled methodology |
| Analysis | 6 | Data processing; uncertainty propagation; graph construction |
| Evaluation | 6 | Data interpretation; limitation analysis; specific improvements |
| Communication | 4 | Structure; figure labelling; technical language accuracy |
| Total | Converted to a grade 1–7 for the IB score |
Personal Engagement: the starting point of every high-scoring IA
Personal Engagement is the criterion most frequently misunderstood by candidates, and yet it is the one that most directly distinguishes an authentic scientific investigation from a prescribed classroom exercise. The rubric descriptors reward two dimensions: the degree of independent thinking shown in the design of the investigation, and the extent to which the candidate's personal rationale for the topic is made explicit within the report.
Band 5 and Band 6 descriptors for Personal Engagement require evidence that the candidate has taken genuine ownership of the investigation. This is not simply a matter of choosing any topic and writing "I am interested in this" in the introduction. Examiners look for specific markers: the research question must reflect an independent selection made by the candidate, not a near-copy of a textbook investigation; the introduction must articulate a clear personal rationale that goes beyond generic statements of interest; and there must be visible evidence of initiative, such as modifications to standard procedures, the use of specialist equipment or software, or the pursuit of additional data sources beyond those made available in the school laboratory.
One common misconception is that Personal Engagement requires an elaborate personal backstory. In practice, a concise and genuine statement of why the candidate finds the research question interesting is far more effective than a manufactured narrative. For example, a candidate investigating the relationship between spring constant and coil diameter in helical springs might note that the topic connects to a personal interest in mechanical engineering or a recent experience with a bicycle suspension system. This context does not need to be dramatic — it needs to be authentic and directly connected to the physics of the investigation.
A further dimension of Personal Engagement is the candidate's demonstration of independent thinking throughout the process, not just in the opening pages. This includes: identifying the specific variables to investigate rather than following a prescribed procedure; justifying methodological choices with reference to the underlying physics; and demonstrating intellectual ownership of the entire investigative process, including data collection and preliminary analysis. Candidates who simply follow a procedure provided by the teacher or a textbook, even if the data is collected independently, typically score Band 2 or Band 3 on this criterion.
Exploration: designing a methodology that generates meaningful data
The Exploration criterion assesses the candidate's ability to design and document a scientific methodology that is capable of producing data sufficient to address the research question. High-scoring Exploration sections demonstrate clear identification of both the independent and dependent variables, appropriate control of confounding variables, and a justification of the experimental approach using relevant physics theory.
At the Exploration stage, candidates must establish the theoretical framework by identifying the key physics concepts and equations that underpin the investigation. For example, an investigation into the relationship between the height of a water column and the rate of flow through a pipe requires the candidate to reference Bernoulli's principle and the concept of viscous resistance, explaining in the methodology section why changes in the independent variable (height) are expected to produce the observed changes in the dependent variable (flow rate).
The experimental design must clearly specify the independent variable (what the candidate changes systematically), the dependent variable (what is measured), and the controlled variables (what is kept constant to ensure a fair test). Each measurement must be associated with an estimated uncertainty, and the approach to determining and propagating these uncertainties must be clearly stated. The apparatus must be appropriate for the required precision — using a ruler marked in millimetres for measurements requiring sub-millimetre precision is a common reason for high uncertainty values in the Analysis section.
The Exploration criterion also rewards the appropriate repetition of trials to ensure statistical reliability of results. While the ideal number of trials depends on the nature of the investigation, three to five independent measurements at each value of the independent variable is generally expected. Investigations with no repeated trials are difficult to justify under the Exploration criterion, particularly if the measurement process involves any degree of random fluctuation.
Analysis: processing data with precision and rigour
The Analysis criterion carries the highest raw mark allocation of any single criterion — six marks out of a total of twenty-four. This reflects the central importance of mathematical processing in physics. The Analysis section must demonstrate systematic processing of raw experimental data, appropriate use of uncertainty propagation, and the construction of graphical representations that support the identification of trends and the derivation of quantitative conclusions.
Graphical analysis is the most heavily weighted element of the Analysis criterion. Candidates must construct graphs with correctly labelled axes (quantity, unit, and scale), appropriate scales that maximise the use of the graph paper or digital graphing environment, correctly plotted data points with error bars representing the estimated uncertainties, and lines of best fit (or appropriate trend curves) that reflect the mathematical relationship being investigated. Where a linear relationship is expected, the candidate should draw a line of best fit and determine the gradient and intercept, using these values to answer the research question.
Uncertainty propagation is the aspect of the Analysis criterion that causes the most difficulty for candidates. Both random and systematic uncertainties must be addressed. Random uncertainties arise from the inevitable variability in repeated measurements and are typically estimated as the range or standard deviation of the repeated readings at each data point. Systematic uncertainties arise from the limitations of the equipment or method — for example, a stopwatch that consistently reads 0.2 seconds fast, or a ruler that has a zero error. Candidates must propagate these uncertainties through calculations to determine the overall uncertainty in the final result.
The distinction between random and systematic uncertainties must be demonstrated explicitly in the Analysis section. Random uncertainties affect the precision of the result and are reflected in the scatter of data points on a graph. Systematic uncertainties affect the accuracy of the result and are typically indicated by the line of best fit not passing through all error bars or by a non-zero intercept that is not explained by the physics of the system.
At HL, the Analysis section may also include more advanced mathematical techniques such as calculus-based derivations, differential analysis of rate-of-change relationships, or the use of software to perform linear regression with calculated uncertainty in the gradient and intercept. These are not required at SL, and candidates should not include advanced mathematical techniques beyond the level of their course if doing so introduces errors or confuses the presentation.