Module 3 — Practice Quiz (Formative)
15 questions
Question 1 — Definition of Viscous Flow
In a vacuum system, viscous flow is best described as:
- Gas molecules bouncing off chamber walls without interacting with each other
- Gas molecules colliding frequently with each other, causing the gas to behave like a fluid pushed by pressure differences
- Gas molecules moving in straight lines between wall collisions
- Gas that has become a liquid due to compression
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Correct: B) Gas molecules colliding frequently with each other, causing the gas to behave like a fluid pushed by pressure differences
Question 2 — Definition of Molecular Flow
Molecular flow occurs when:
- The gas pressure is above 100 mbar and molecules collide frequently
- Gas molecules form clusters and flow together
- The mean free path of gas molecules exceeds the dimensions of the system, so molecules travel independently from wall to wall without colliding with each other
- The gas has been fully removed from the chamber
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Correct: C) The mean free path of gas molecules exceeds the dimensions of the system, so molecules travel independently from wall to wall without colliding with each other
Question 3 — Flow Regime and Pressure Range
On R1-A, during a pump-down from atmospheric (~950 mbar), at approximately what pressure range does the gas flow transition from viscous to molecular flow?
- 950 to 500 mbar
- 100 to 10 mbar
- Roughly 1 to 0.01 mbar (the transition region depends on system geometry)
- Below 0.001 mbar only
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Correct: C) Roughly 1 to 0.01 mbar (the transition region depends on system geometry)
Question 4 — Fast vs Slow Pump-Down Recognition
During a normal pump-down on R1-A, the pressure drops from 950 mbar to 1 mbar in approximately 2 minutes. Below 1 mbar, it takes another 5 minutes to reach 0.05 mbar. What is the primary reason for this difference in speed?
- The pump loses power as it runs longer
- At higher pressures, bulk gas in viscous flow is removed efficiently; below about 1 mbar, the remaining gas load comes from slow surface sources (water desorption, outgassing) and the flow transitions toward molecular regime where pumping is less efficient
- The gauge becomes less accurate at lower pressures, making it appear slower
- Air leaks become larger at lower pressures
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Correct: B) At higher pressures, bulk gas in viscous flow is removed efficiently; below about 1 mbar, the remaining gas load comes from slow surface sources (water desorption, outgassing) and the flow transitions toward molecular regime where pumping is less efficient
The fast phase (950 to 1 mbar) is bulk gas removal in viscous flow — the pump sweeps gas out efficiently because molecules flow collectively. The slow phase (below ~1 mbar) involves two factors: (1) the gas load shifts to surface sources like water desorption, which release gas slowly, and (2) the flow regime transitions toward molecular flow, where pumping is inherently less efficient because molecules no longer respond to a collective pressure push. Both factors combine to produce the characteristic slowdown.
Question 5 — Pump-Down Curve Shape
Statement: A normal pump-down curve for R1-A, plotted as pressure (log scale) versus time, shows a rapid initial drop followed by a gradual flattening as the system approaches base pressure.
- True
- False
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Correct: A) True
This is the characteristic shape of a normal pump-down curve. On a log-pressure vs time plot, the curve drops steeply at first (viscous flow, bulk gas removal) and then progressively flattens as the pressure decreases (transition to molecular flow, surface-dominated gas load). The flattening represents the system approaching equilibrium between the gas load and the pump's effective speed at that pressure. A curve that does not flatten — or one that flattens at a pressure much higher than expected — may indicate a problem.
Question 6 — What Conductance Means
In vacuum technology, conductance describes:
- The electrical resistance of the chamber walls
- The temperature of gas flowing through a tube
- How easily gas can flow through a component or passage — higher conductance means less restriction to gas flow
- The total volume of the vacuum system
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Correct: C) How easily gas can flow through a component or passage — higher conductance means less restriction to gas flow
Conductance is a measure of how readily gas passes through a tube, valve, or other component. A wide, short tube has high conductance (gas flows through easily). A narrow, long tube has low conductance (gas flow is restricted). Conductance is the vacuum equivalent of "how wide is the road" — it determines how much gas can move through a passage for a given pressure difference. It is not an electrical property; the term is borrowed by analogy.
Question 7 — Geometry and Conductance
If the foreline (R1-L-FL) on the R1-A rig were replaced with a tube that is twice as long but the same diameter, what would happen to the conductance of that line?
- Conductance would double
- Conductance would stay the same — length does not matter
- Conductance would decrease — a longer tube restricts gas flow more than a shorter one
- Conductance would increase because there is more tube surface area
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Correct: C) Conductance would decrease — a longer tube restricts gas flow more than a shorter one
Conductance decreases as tube length increases. A longer tube means gas molecules must travel further (and, in molecular flow, undergo more wall collisions) to get through the passage. In viscous flow, conductance is inversely proportional to length. In molecular flow, the effect is even more pronounced because each wall collision randomises the molecule's direction, so many molecules bounce back the way they came. A longer foreline means the pump has to work harder to remove gas from the chamber.
Question 8 — Diameter Effect on Conductance
Which change to R1-L-FL (the foreline) would have the greatest impact on increasing gas flow to the pump?
- Doubling the length of the foreline
- Polishing the inside surface of the foreline
- Increasing the diameter of the foreline
- Adding a filter to the foreline
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Correct: C) Increasing the diameter of the foreline
Diameter has an enormous effect on conductance. In molecular flow, conductance scales with the cube of the diameter — doubling the diameter increases conductance roughly eightfold. In viscous flow, the relationship is even stronger (fourth power). Diameter is the single most influential geometric factor in vacuum conductance. Polishing the surface has a negligible effect, adding a filter would reduce conductance, and increasing length makes conductance worse, not better.
Question 9 — Recognising a Conductance Bottleneck
On R1-A, the pump is rated to reach an ultimate pressure of 0.01 mbar. However, R1-G-CH never drops below 0.08 mbar, even after extended pumping on a clean, leak-free chamber. The pump sounds and behaves normally. What is the most likely explanation?
- The pump is defective
- The gauge is miscalibrated
- A conductance bottleneck between the chamber and the pump — such as a restricted foreline or partially open isolation valve — is limiting the effective pumping speed at the chamber
- The chamber volume is too large for this pump
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Correct: C) A conductance bottleneck between the chamber and the pump — such as a restricted foreline or partially open isolation valve — is limiting the effective pumping speed at the chamber
When the pump can reach a lower pressure than the chamber achieves, and the system is clean and leak-free, the problem is between the pump and the chamber. The restriction reduces the effective pumping speed at the chamber — gas cannot travel from the chamber to the pump fast enough. The pump is doing its job, but the pipe or valve connecting it to the chamber is the bottleneck. This is why vacuum engineers care about conductance: the pump's rated performance only matters if the gas can actually reach the pump.
Question 10 — Series Conductance
Statement: If a vacuum system has several components in series between the chamber and the pump (valve, foreline, filter), the overall conductance of the path is limited by the component with the lowest individual conductance.
- True
- False
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Correct: A) True
Components in series act like resistors in series — the total conductance is always lower than the individual conductance of any single element. The component with the lowest conductance dominates the restriction. This is why a single narrow section in an otherwise wide foreline can dramatically reduce pumping performance at the chamber. Finding and addressing the most restrictive element is the key to improving system conductance.
Question 11 — Why Pump-Down Slows Below 1 mbar
How does the transition from viscous to molecular flow influence pump-down behaviour on R1-A?
- It makes the pump run louder
- In molecular flow, gas molecules no longer respond to a collective pressure push — they move randomly, making the pump less effective at sweeping gas from the chamber, which contributes to slower pump-down at low pressures
- Molecular flow makes the pump more efficient because there are fewer molecules to remove
- The flow regime has no effect on pump-down speed
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Correct: B) In molecular flow, gas molecules no longer respond to a collective pressure push — they move randomly, making the pump less effective at sweeping gas from the chamber, which contributes to slower pump-down at low pressures
In viscous flow, the pump creates a pressure difference and gas flows collectively toward the pump — like water flowing through a pipe. In molecular flow, molecules move independently and randomly — they must individually wander into the pump inlet. The pump can only capture molecules that happen to arrive at its inlet. This fundamental change in gas behaviour is one reason why pump-down slows at lower pressures. It is not the only reason (surface gas load also dominates at low pressure), but the flow regime change contributes significantly.
Question 12 — Abnormal Pump-Down Recognition
R1-A normally reaches 0.05 mbar in about 8 minutes from atmospheric. Today, the pump-down takes 25 minutes to reach 0.05 mbar. The pump sounds normal. The curve shape is similar to normal, but shifted to the right (longer time). What is the most likely category of cause?
- The pump has catastrophically failed
- Increased gas load — the chamber surfaces have more adsorbed water or contamination than usual, so the slow phase of the pump-down takes longer
- The flow regime has changed from molecular to viscous
- The atmospheric pressure at Selkirk has increased
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Correct: B) Increased gas load — the chamber surfaces have more adsorbed water or contamination than usual, so the slow phase of the pump-down takes longer
A pump-down curve that has the same general shape but takes longer suggests an increased gas load rather than a system fault. The viscous flow phase (950 to ~1 mbar) would still be normal, but the slow phase below 1 mbar — dominated by surface desorption — takes longer because there is more surface gas to remove. This is consistent with a chamber that was open longer than usual, was not cleaned, or was exposed to humidity. A pump failure would typically change the shape of the curve, not just stretch it.
Question 13 — Conductance in Different Flow Regimes
How does the behaviour of conductance differ between viscous and molecular flow regimes?
- Conductance is the same in both regimes
- Conductance is higher in molecular flow than in viscous flow
- In viscous flow, conductance depends on pressure (higher pressure means higher conductance); in molecular flow, conductance is independent of pressure and depends only on geometry
- Conductance only exists in viscous flow
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Correct: C) In viscous flow, conductance depends on pressure (higher pressure means higher conductance); in molecular flow, conductance is independent of pressure and depends only on geometry
This is an important distinction. In viscous flow, the gas flows collectively and conductance increases with pressure — there are more molecules available to push through the passage. In molecular flow, each molecule moves independently, so the flow rate depends only on geometry (diameter, length) and molecular speed — not on how many other molecules are present. This means a tube that conducts gas well at atmospheric pressure may become a significant bottleneck at low pressure where molecular flow governs.
Question 14 — Thin-Film Coating Sector Application
In a thin-film coating process, the chamber must be pumped from atmospheric to a base pressure of 0.001 mbar before coating can begin. If the pump-down stalls at 0.05 mbar, which aspect of Module 3 knowledge would be most relevant to diagnosing the problem?
- Whether the pump is the correct colour
- Whether a conductance bottleneck in the foreline or a restricted valve is preventing effective pumping speed from reaching the chamber in the molecular flow regime
- Whether the atmospheric pressure at the site is correct
- Whether the exhaust filter needs replacing
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Correct: B) Whether a conductance bottleneck in the foreline or a restricted valve is preventing effective pumping speed from reaching the chamber in the molecular flow regime
At 0.05 mbar, the system is firmly in the molecular flow regime where conductance depends entirely on geometry. If the pump can reach lower pressures on its own (verified at the pump inlet), the restriction must be between the pump and the chamber. In a thin-film coating application, even small conductance losses matter because the process requires very low base pressures — a bottleneck that is invisible during rough pumping becomes the dominant limitation in the molecular flow range where thin-film processes operate.
Question 15 — Identifying the Leading Bottleneck
A technician reports that R1-A cannot reach its expected base pressure. They list five possible causes of equal likelihood: the foreline is too narrow, the isolation valve is partially restricted, the pump oil is old, the chamber has a small leak, and the vent filter is clogged. What is the best diagnostic approach?
- Address all five causes simultaneously
- Replace the pump immediately
- Identify the single most likely leading bottleneck based on the available evidence — such as the pressure where pump-down stalls and whether the pump achieves its rated pressure when tested independently — rather than listing five equal causes
- Ignore the problem and try again tomorrow
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Correct: C) Identify the single most likely leading bottleneck based on the available evidence — such as the pressure where pump-down stalls and whether the pump achieves its rated pressure when tested independently — rather than listing five equal causes
Effective troubleshooting means ranking hypotheses, not listing equal possibilities. A stall at 0.08 mbar on a clean system with a pump that reaches 0.01 mbar independently points to a conductance bottleneck — likely the foreline or isolation valve — as the leading cause. Testing the pump independently narrows the field immediately. The Week 3 rubric specifically rewards identifying one leading bottleneck over listing five equal causes. Evidence-based ranking is the skill.