Topic
10: Mechanical Design (8 hours)
10.1
General concepts (4 hours)
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Assessment statement |
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Notes |
References |
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10.1.1 |
Define mechanical advantage,
velocity ratio and efficiency. |
1 |
MA = load / effort VR = distance moved by
effort / distance moved by load Efficiency = MA / VR |
For
Topic 10: |
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10.1.2 |
Calculate mechanical advantage (MA), velocity ratio (VR) and
efficiency for simple mechanical systems. |
2 |
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Levers |
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10.1.3 |
Describe first-, second- and third-class levers. |
2 |
Identify load (L), effort (E) and fulcrum (F) in first‑class
levers (E–F–L, for example, seesaw, crowbar, scissors), second-class levers
(E–L–F, for example, wheelbarrow, bottle opener, nut cracker) and third‑class
levers (L–E–F, for example, tweezers, broom, fishing rod). |
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10.1.4 |
Discuss the relevant
efficiencies of the three classes of lever. |
3 |
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10.1.5 |
Explain that, when a
lever is in equilibrium, the net moment is zero. |
3 |
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10.1.6 |
Calculate mechanical
advantage and effort for first-, second- and third‑class levers. |
2 |
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Gears |
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10.1.7 |
Describe gear systems. |
2 |
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10.1.8 |
Calculate velocity ratio for gear systems. |
2 |
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10.1.9 |
Describe the function
of different types of gears in a range of objects. |
2 |
Use rack-and-pinion,
bevel and worm gears. |
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10.1.10 |
Explain a design context in which a compound rather than a
simple gear train would be appropriate. |
3 |
Consider the gearing
system on a metal lathe designed to be changed to cut a specific type of
thread. Consider ratios, mechanical advantage and changes. |
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10.1.11 |
Discuss the function of different types of gears in a range of
objects. |
3 |
Use rack-and-pinion,
bevel and worm gears. |
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Belts |
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10.1.12 |
Describe a belt or chain drive system. |
2 |
Consider profile, load,
changes in load, and speed. |
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10.1.13 |
Calculate velocity ratio for belt or chain drive systems. |
2 |
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10.1.14 |
Compare belt or chain drives and gear systems. |
3 |
Consider profile, load,
changes in load, and speed. |
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10.1.15 |
Design a system to provide belt torsion to a belt-and-pulley
system. |
3 |
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Pulleys |
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10.1.16 |
Describe a pulley system. |
2 |
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10.1.17 |
Calculate mechanical advantage for pulley systems. |
2 |
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Inclined plane |
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10.1.18 |
Describe an inclined plane. |
2 |
Consider inclined
planes, screw threads and wedges. |
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10.1.19 |
Explain the advantage of an inclined plane. |
3 |
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10.2 Mechanical
motion (2 hours) |
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10.2.1 |
Describe linear, rotary, intermittent, oscillating,
reciprocating and irregular motion. |
2 |
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10.2.2 |
Explain how linkages can be used to change the direction of
motion of components. |
3 |
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10.2.3 |
Discuss mechanical motion in a range of contexts. |
3 |
Consider a hydraulic
digger, a bicycle, a car jack and a hand drill. |
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10.2.4 |
Define torque. |
1 |
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10.2.5 |
Discuss the design features of a ratchet and pawl system. |
3 |
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10.2.6 |
Describe simple cam shapes and their advantages. |
2 |
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10.2.7 |
Identify cam followers and state their use. |
2 |
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10.2.8 |
Explain the use of a series of cam and follower mechanisms to
achieve a set purpose. |
3 |
This can be explored in
a number of ways: using Lego, paper and pins,
or through virtual online models. |
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10.3
Conversion of motion (2 hours) |
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10.3.1 |
Identify how mechanisms allow conversion of one form of motion
to another. |
2 |
For example, rack and
pinion, bell cranks, toggle clamps, linkages and levers. |
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10.3.2 |
Identify the mechanisms in a bicycle. |
2 |
Consider chain drive,
levers, linkages and gears. |
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10.3.3 |
Design combinations of mechanisms to achieve specific tasks. |
3 |
Consider the following
tasks: ·
alter the axis of rotation ·
change the type of movement ·
increase force and decrease speed ·
decrease force and increase speed. |
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10.3.4 |
Discuss how designers make use of simple mechanisms in the home. |
3 |
Consider water tap,
garlic crusher and foot‑operated trash/rubbish bin. |
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