This page contains the rules, assessment criteria, and procedures that apply to this experiment. For the full, programme-wide FP rulebook, see the master document.
Lab hours: 9:00–17:30 h. Coordinate details with your tutors.
| Step | Format | What you demonstrate |
|---|---|---|
| 1 Entrance Session | 15-min presentation + 30-min discussion | Key physics of clocks, noise types, comparison geometry; tutorial solutions |
| 2 Active Lab + Lab Notes | Throughout experiment | Engaged simulation work; in-lab analysis; complete lab notes |
| 3 Findings Session | ~30-min presentation + 15-min discussion | Key findings with uncertainties; comparison to expectations; unresolved questions |
Present the key physics: what is a clock, what are the noise types, what does η(τ) control? Demonstrate that you have completed the Tutorial and can explain your solutions.
Outcomes: Passed (proceed) · Repeated (gaps clarified, proceed, documented) · Failed (reschedule, counts toward limit).
Your lab notes must allow verification and reconstruction of your work. Record: simulation parameters and seeds, code versions (git commits), all intermediate results, anomalies as they occur, reasoning for parameter choices.
Present key findings with uncertainties, comparison to expectations, and unresolved questions (~30 min + 15 min discussion).
Minimum requirement: At least a qualitative discussion of findings with uncertainties, comparison to expectations, and unresolved questions. Quantitative treatment strengthens the presentation.
This experiment follows the seminar-experiment assessment model.
| Component | Weight | Deadline |
|---|---|---|
| Short Report | 30% | 7 calendar days before seminar |
| Seminar Presentation | 70% | Scheduled date |
| Weight in lab grade | 10–30% of the overall Master Laboratory grade, depending on time effort. Agreed individually with the organiser before the learning phase begins. | |
The short report documents the complete analysis pathway. Bullet points and keywords are acceptable; the seminar provides the venue for full verbal articulation.
| Criterion | Requirement |
|---|---|
| Data Analysis | Complete pathway documented; all steps from noise generation to final ηopt map traceable |
| Uncertainty Treatment | Uncertainty propagation documented; frequentist CIs and Bayesian credible intervals; sources identified |
| Assumptions | All assumptions and approximations explicitly listed (noise models, prior choices, link models) |
| Comparison to Expectations | Analytic predictions stated; deviations noted and addressed |
| Key Results | Final numerical results clearly marked with uncertainties |
| Attachments | Lab notes, simulation code (git link), raw output data |
| Submission | Consequence |
|---|---|
| On time | Seminar proceeds as scheduled |
| 1–3 days late | 0.3 grade penalty; seminar may be rescheduled |
| >3 days late | 0.7 grade penalty; seminar rescheduled |
| Not submitted by rescheduled date | Combined grade 5.0 |
Extensions: Written request before deadline with documentation (illness, family emergency, comparable). Workload alone does not constitute grounds.
| Phase | Duration |
|---|---|
| Uninterrupted presentation | ~30 min |
| Open discussion | ~15 min |
| Exam questions (organisers/tutors) | ~15 min |
Response deadlines: Acknowledgement within 2 working days; resolution within 10 working days. Good-faith escalation cannot lead to disadvantage.
| Situation | Consequence |
|---|---|
| Participation without valid enrolment | Immediate exclusion; results void |
| >2 failed steps (course-wide) | Course failure |
| Late short report ≤3 / >3 days | 0.3 / 0.7 grade penalty |
| Short report + seminar combined 5.0 | Resubmission + repeat seminar opportunity |
Students: Prepare thoroughly. Present honestly. Ask when uncertain. Meet deadlines or communicate early.
Tutors: Observe by default. Guide when stuck. Intervene only for safety, clear errors, or process feedback. Assess against published criteria only.
The system: All criteria are known before you begin. Every decision has a name and reason. Mistakes are correctable. Divergence is legitimate.