🇬🇧 Royal Navy Recruiting Test (RT) · subject
Royal Navy Recruiting Test (RT) Mechanical Comprehension Test Syllabus
The Mechanical Comprehension Test syllabus for Royal Navy Recruiting Test (RT) in full: 6 chapters, 25 topics and 17 sub-topics, every one listed below, plus 51 Mechanical Comprehension Test flashcards with answers.
Mechanical Comprehension Test syllabus: all 6 chapters
Expand any chapter to see its topics and sub-topics.
-
Forces and Motion
4 topics- Balanced and unbalanced forces
- Identifying resultant force direction
- Equilibrium of objects
- Weight, mass and gravity
- Friction and its effects
- Surfaces and resistance
- Reducing friction
- Speed, acceleration and momentum basics
- Balanced and unbalanced forces
-
Simple Machines and Mechanical Advantage
5 topics- Levers and the principle of moments
- First, second and third class levers
- Fulcrum, load and effort
- Balancing seesaw problems
- Pulleys and pulley systems
- Single fixed and movable pulleys
- Block and tackle effort calculations
- Gears and gear trains
- Gear ratios and turning direction
- Speed versus torque trade-off
- Inclined planes, wedges and screws
- Wheels, axles and winches
- Levers and the principle of moments
-
Pressure, Fluids and Hydraulics
4 topics- Pressure as force over area
- Hydraulic systems and force multiplication
- Master and slave piston relationships
- Brake and jack principles
- Floating, sinking and buoyancy
- Pneumatics and compressed air basics
-
Energy, Work and Power
4 topics- Kinetic and potential energy
- Conservation and transfer of energy
- Work done and mechanical power
- Springs, tension and compression
-
Structures, Materials and Tools
4 topics- Centre of gravity and stability
- Toppling and base width
- Loading of beams and supports
- Properties of common materials
- Hand tools and their correct use
- Cogs, belts and chain drives
- Centre of gravity and stability
-
Everyday and Naval Mechanical Scenarios
4 topics- Interpreting mechanical diagrams
- Predicting movement in linked systems
- Belt-and-pulley rotation direction
- Linkage and crank motion
- Valves, taps and flow control
- Practical lifting and rigging problems
Royal Navy Recruiting Test (RT) Mechanical Comprehension Test flashcards — 51 questions with answers
What is the difference between balanced and unbalanced forces, and what does each produce?
Balanced forces are equal in size and opposite in direction, giving a net (resultant) force of zero, so an object stays still or moves at constant velocity. Unbalanced forces give a non-zero resultant, causing acceleration (a change in speed or direction).
State Newton's second law as a formula relating force, mass and acceleration.
$F = ma$, where force $F$ is in newtons (N), mass $m$ in kilograms (kg) and acceleration $a$ in $\mathrm{m/s^{2}}$.
What is the difference between mass and weight?
Mass is the amount of matter in an object (in kg) and is the same everywhere. Weight is the gravitational force on that mass (in N) and changes with the strength of gravity.
How is weight calculated from mass, and what is the value of gravity used on Earth?
$W = mg$, where $g \approx 9.81\ \mathrm{m/s^{2}}$ on Earth (often rounded to $10\ \mathrm{m/s^{2}}$). A $10\ \mathrm{kg}$ mass weighs about $98\ \mathrm{N}$.
What is friction and in which direction does it act?
Friction is a resistive force between two surfaces in contact. It always acts opposite to the direction of motion (or attempted motion), opposing sliding.
Name two useful effects and two unwanted effects of friction.
Useful: grip for walking/braking, and allowing gears/belts to drive. Unwanted: wear of parts, and heat/energy loss reducing efficiency.
How can friction be reduced in machinery?
By lubrication (oil/grease), using smoother surfaces, fitting bearings or rollers, and reducing the contact load.
Define speed and give its formula.
Speed is distance travelled per unit time: $v = \dfrac{d}{t}$, measured in $\mathrm{m/s}$.
Define acceleration and give its formula.
Acceleration is the rate of change of velocity: $a = \dfrac{\Delta v}{t}$, measured in $\mathrm{m/s^{2}}$.
What is momentum and how is it calculated?
Momentum is the quantity of motion of a moving object: $p = mv$ (mass times velocity), measured in $\mathrm{kg\,m/s}$.
What is a lever, and what are its three parts?
A lever is a rigid bar that turns about a fixed point. Its three parts are the fulcrum (pivot), the effort (force applied) and the load (resistance to be moved).
State the principle of moments for a balanced (equilibrium) lever.
For balance, total clockwise moments equal total anticlockwise moments about the pivot: $F_{1} d_{1} = F_{2} d_{2}$.
How is the moment of a force calculated?
Moment $=$ force $\times$ perpendicular distance from the pivot: $M = F \times d$, measured in newton-metres (N·m).
Classify the three orders (classes) of levers by the arrangement of fulcrum, load and effort.
1st class: fulcrum between effort and load (seesaw). 2nd class: load between fulcrum and effort (wheelbarrow). 3rd class: effort between fulcrum and load (tweezers/forearm).
On a balanced seesaw, a $40\ \mathrm{N}$ child sits $2\ \mathrm{m}$ from the pivot. How far must a $20\ \mathrm{N}$ child sit on the other side?
Using $F_{1}d_{1}=F_{2}d_{2}$: $40 \times 2 = 20 \times d$, so $d = \dfrac{80}{20} = 4\ \mathrm{m}$.
How does a single fixed pulley help, and does it give a mechanical advantage?
A single fixed pulley changes the direction of the force (you pull down to lift up) but gives no mechanical advantage; the effort equals the load.
How does the mechanical advantage of a pulley system relate to the number of supporting rope sections?
Mechanical advantage equals the number of rope sections directly supporting the load. With $n$ supporting ropes, effort $= \dfrac{\text{load}}{n}$ (ignoring friction).
In a pulley system with 4 supporting rope sections, what effort is needed to lift a $200\ \mathrm{N}$ load (ignoring friction)?
Effort $= \dfrac{200}{4} = 50\ \mathrm{N}$, but the rope must be pulled $4\times$ the distance the load rises.
For two meshing gears, how do their sizes affect speed and turning direction?
Two meshing gears turn in opposite directions. A smaller driven gear turns faster; a larger driven gear turns slower. Speed is inversely proportional to the number of teeth.
How is the gear ratio of a gear train calculated?
Gear ratio $= \dfrac{\text{teeth on driven gear}}{\text{teeth on driver gear}}$. A driver of 10 teeth turning a driven of 30 teeth gives a ratio of $3:1$ (driven turns once per 3 driver turns).
Show the other 31 Mechanical Comprehension Test flashcards
What is the purpose of an idler gear in a gear train?
An idler gear sits between driver and driven gears to reverse the direction of rotation (making them turn the same way) without changing the overall gear ratio.
Why is an inclined plane (ramp) considered a simple machine?
It lets a load be raised using a smaller effort over a longer distance. A longer, gentler slope needs less force but more distance to gain the same height.
How are a wedge and a screw related to the inclined plane?
A wedge is two inclined planes back-to-back that converts a pushing force into a splitting/sideways force. A screw is an inclined plane wrapped around a cylinder, converting rotation into linear motion.
What is a wheel and axle, and how does it provide mechanical advantage?
A wheel fixed to a smaller axle so they rotate together. Effort applied at the large wheel's radius moves a larger load on the small axle; MA $= \dfrac{\text{wheel radius}}{\text{axle radius}}$.
How does a winch make lifting heavy loads easier?
A winch uses a wheel-and-axle: a long handle (large radius) winds a rope onto a small drum (small radius), so a small effort over a long handle path lifts a heavy load a short distance.
Define pressure and give its formula and unit.
Pressure is force per unit area: $P = \dfrac{F}{A}$, measured in pascals (Pa), where $1\ \mathrm{Pa} = 1\ \mathrm{N/m^{2}}$.
Why does a sharp knife or a drawing pin cut/pierce more easily than a blunt one?
A small contact area concentrates the same force into a much higher pressure ($P = F/A$), so the material is penetrated more easily.
What is the key principle behind hydraulic systems?
Pascal's principle: pressure applied to an enclosed fluid is transmitted equally throughout. Since liquids are nearly incompressible, force is transmitted through the fluid.
How do hydraulic systems multiply force? Give the relationship.
Pressure is equal in both cylinders, so $\dfrac{F_{1}}{A_{1}} = \dfrac{F_{2}}{A_{2}}$. A larger output piston area gives a larger output force, multiplying force in proportion to the area ratio.
A hydraulic press has an input piston of area $0.01\ \mathrm{m^{2}}$ and output piston of $0.05\ \mathrm{m^{2}}$. An input force of $100\ \mathrm{N}$ gives what output force?
$F_{2} = F_{1}\dfrac{A_{2}}{A_{1}} = 100 \times \dfrac{0.05}{0.01} = 500\ \mathrm{N}$.
State the principle that determines whether an object floats or sinks.
Archimedes' principle: an object floats if the upthrust (weight of fluid displaced) is greater than or equal to its weight; it sinks if its weight exceeds the maximum upthrust. Equivalently, it floats if its density is less than the fluid's.
What is upthrust (buoyancy force) equal to?
Upthrust equals the weight of the fluid displaced by the object. A floating object displaces a weight of fluid equal to its own weight.
What are pneumatic systems and what fluid do they use?
Pneumatic systems use compressed air (a gas) to transmit force and do work. Unlike hydraulics, the gas is compressible, so the system is springier and stores energy.
Give one key difference between hydraulic and pneumatic systems.
Hydraulics use incompressible liquid (high force, rigid, precise); pneumatics use compressible air (faster, lighter, cushioned but less force and less precise).
Define kinetic energy and give its formula.
Kinetic energy is the energy of a moving object: $E_{k} = \dfrac{1}{2}mv^{2}$, measured in joules (J).
Define gravitational potential energy and give its formula.
Stored energy due to height in a gravitational field: $E_{p} = mgh$, measured in joules (J).
State the principle of conservation of energy.
Energy cannot be created or destroyed, only transferred or transformed from one form to another; the total energy in a closed system stays constant.
When an object falls freely, what energy transfer occurs?
Gravitational potential energy is converted into kinetic energy as it falls; ignoring air resistance, the loss in $E_{p}$ equals the gain in $E_{k}$.
Define work done and give its formula and unit.
Work done is force times distance moved in the direction of the force: $W = F \times d$, measured in joules (J).
Define mechanical power and give its formula and unit.
Power is the rate of doing work: $P = \dfrac{W}{t}$, measured in watts (W), where $1\ \mathrm{W} = 1\ \mathrm{J/s}$.
State Hooke's law for a spring.
The extension of a spring is directly proportional to the force applied, up to the limit of proportionality: $F = kx$, where $k$ is the spring constant and $x$ the extension.
What is the difference between tension and compression in a structural member?
Tension is a pulling force that stretches a member (lengthening it); compression is a pushing force that squashes a member (shortening it).
What is the centre of gravity of an object?
The single point through which the whole weight of the object appears to act; the object can be balanced at this point.
What makes an object more stable in terms of its centre of gravity and base?
An object is more stable with a low centre of gravity and a wide base. It topples when its centre of gravity passes outside the edge of its base of support.
Compare the properties of metals and ceramics relevant to mechanical use.
Metals are generally strong, tough, ductile and good conductors. Ceramics are hard and heat-resistant but brittle (they crack rather than bend).
Define the material properties: hardness, toughness, ductility and brittleness.
Hardness: resistance to scratching/denting. Toughness: ability to absorb energy without fracturing. Ductility: ability to be drawn into wire/deform plastically. Brittleness: tendency to shatter with little deformation.
Which hand tool is correctly used for each task: turning a hex nut, checking a surface is level, and driving a nail?
A spanner (wrench) turns a hex nut, a spirit level checks for level/horizontal, and a hammer drives a nail.
In a belt or chain drive between two pulleys/sprockets, how do their sizes affect speed?
The smaller wheel turns faster; speed is inversely proportional to diameter (or teeth for sprockets). A crossed belt also reverses the direction of rotation.
When reading a mechanical diagram of two meshed cogs, if the driver turns clockwise, which way does the driven cog turn?
The directly meshed driven cog turns anticlockwise (the opposite direction). Each additional meshed cog reverses direction again.
What controls the rate of fluid flow in a pipe, and how does a tap/valve work?
A valve or tap controls flow by opening or restricting the passage. Opening it more increases flow; closing it reduces or stops flow. A non-return (one-way) valve allows flow in only one direction.
In a practical lifting problem, why does using a longer ramp or more pulley sheaves reduce the effort needed, and what is the trade-off?
Both increase mechanical advantage so less force is needed, but the trade-off is that the effort must move through a greater distance — total work done (force × distance) stays roughly the same (energy is conserved).
Royal Navy Recruiting Test (RT) Mechanical Comprehension Test FAQ
What is in the Royal Navy Recruiting Test (RT) Mechanical Comprehension Test syllabus?
Royal Navy Recruiting Test (RT) Mechanical Comprehension Test is split into 6 chapters: Forces and Motion, Simple Machines and Mechanical Advantage, Pressure, Fluids and Hydraulics, Energy, Work and Power, Structures, Materials and Tools and Everyday and Naval Mechanical Scenarios. Together they contain 25 topics and 17 sub-topics.
How many chapters are in Royal Navy Recruiting Test (RT) Mechanical Comprehension Test?
6 chapters, containing 25 topics and 17 sub-topics. The largest chapter is Simple Machines and Mechanical Advantage, with 5 topics.
Are there flashcards for Royal Navy Recruiting Test (RT) Mechanical Comprehension Test?
Yes — a 51-card Mechanical Comprehension Test deck, printed in full in the flashcards section of this page and available in the Examius app with spaced repetition. The free plan covers one exam of your choice, including its flashcards; Examius Pro, a one-time purchase, unlocks every other exam and deck.