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Machine control systems for QCE Engineering Unit 4

Syllabus dot point

“Describe machine control using the input-process-output model, distinguish open-loop from closed-loop (feedback) control, and identify the role of sensors, controllers and actuators”

QCEEngineeringUnit 4: Machines and mechanisms6 min read

Quick answer

A control system is described by the input-process-output model: an input (a command or setting) is acted on by a process, producing an output (the machine's action). In open-loop control the output is not measured, so the system has no way to correct errors, like a toaster on a timer. In closed-loop control a sensor measures the output and feeds it back, comparing it with the desired value; the controller acts on the difference (the error) to drive the output toward the target, like a thermostat. The three building blocks are sensors (measure a condition), the controller (decides the response) and actuators (produce the physical action, such as a motor or solenoid). Feedback makes a machine self-correcting.

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  1. What this dot point is asking
  2. The answer
  3. Exam-style questions

What this dot point is asking

QCAA wants you to describe how machines are controlled: the input-process-output model that frames every control system, the difference between open-loop and closed-loop (feedback) control, and what sensors, controllers and actuators each do. Modern machines are not just mechanisms; they are mechanisms with control. Understanding this is essential to the machine-control content and to designing a working solution in Unit 4.

The answer

The input-process-output model

Every controlled machine can be described as a flow from input to output:

  • Input: the command, signal or setting that tells the machine what to do (a switch, a dial, a sensor reading, a program instruction).
  • Process: the action that transforms the input into a response (a controller and the mechanism it drives).
  • Output: the physical result (a heater warming, a motor turning, a valve opening).

This model is the framework for analysing any control system, from a simple switch to a programmable controller.

Open-loop control

In open-loop control the output is not measured or fed back. The system carries out its instruction regardless of the result. A toaster runs its heater for a set time whether or not the bread is actually done; a basic sprinkler runs for a fixed period regardless of soil moisture. Open-loop control is simple and cheap, but it cannot correct for disturbances or errors, so it suits tasks where the result is predictable.

Closed-loop (feedback) control

In closed-loop control a sensor measures the actual output and feeds it back to be compared with the desired value, the set point. The difference is the error signal. The controller acts on the error to drive the output toward the target, then keeps checking. A thermostat-controlled heater measures the room temperature, compares it with the set point, and switches the heater on or off to hold it. Feedback makes the machine self-correcting: it adapts to disturbances such as an open door or a changing load.

Sensors, controllers and actuators

A control system is built from three kinds of component:

  • Sensors measure a physical condition and convert it to a signal: temperature, position, speed, light, pressure or proximity.
  • The controller receives the inputs and the feedback, compares them and decides the response. It may be a simple circuit or a programmable microcontroller running a control algorithm.
  • Actuators convert the controller's decision into physical action: electric motors, servos, solenoids, hydraulic and pneumatic cylinders, heaters and valves.

The signal flows from sensor to controller to actuator, and in a closed loop the actuator's effect on the output is sensed again, closing the loop.

Designing a feedback loop for a water tank

Trace a closed-loop level control

A tank must hold its water level at a set point of 800 mm800\,\text{mm}. A float sensor reads the actual level, a controller compares it with the set point, and a pump (the actuator) tops the tank up. The controller turns the pump on when the level is more than 20 mm20\,\text{mm} below set point and off when it reaches set point. The level falls to 760 mm760\,\text{mm}. Trace the control action.

Step 1. sensor. The float sensor measures the actual level as 760 mm760\,\text{mm}.

Step 2. controller compares. The error is:

error=800−760=40 mm below set point\text{error} = 800 - 760 = 40\,\text{mm below set point}

Since 40 mm>20 mm40\,\text{mm} > 20\,\text{mm}, the controller decides the pump must run.

Step 3. actuator. The controller switches the pump on. Water flows in and the level rises.

Step 4. feedback closes the loop. The sensor keeps reading the level. When it reaches 800 mm800\,\text{mm} the error is zero, the controller switches the pump off, and the system holds. If the level later drops 20 mm20\,\text{mm} again, the cycle repeats automatically.

This is closed-loop control: the measured output continuously corrects the action, so the tank stays near 800 mm800\,\text{mm} without any human intervention. An open-loop version, running the pump for a fixed time, could not adapt to a changing draw-off.

Why this matters for machines and mechanisms

Control is what makes a mechanism do useful work reliably. The same gear train or linkage becomes a precise, responsive machine once a sensor, controller and actuator are added around it. In the Unit 4 engineered solution, deciding whether open-loop or closed-loop control is appropriate, and specifying the sensors and actuators, is often the difference between a mechanism that simply moves and a machine that does its job correctly.

Common errors
Calling every control system feedback
Only closed-loop systems measure the output and feed it back. An open-loop system runs blind, with no sensor on the output.
Confusing the controller with the actuator
The controller decides; the actuator acts. A motor is an actuator, not a controller.
Forgetting the comparison step
Closed-loop control works by comparing the measured output with a set point to form an error. Leaving out the comparison misses the whole point of feedback.
Assuming feedback is always better
Closed-loop control is more complex and costly. For a predictable task, simple open-loop control can be the right engineering choice.

Exam-style questions

Questions in the style of QCAA exam questions on this dot point, each with a worked answer. They are written by ExamExplained unless tagged "Past paper"; the year shows the paper a question is modelled on.

Practice8 marks
A truth table is given for the reversing safety system of a forklift. Input A = left sensor (motion detected = 1), Input B = right sensor (motion = 1), Input C = gear (forward = 1, reverse = 0), Input D = engine (on = 1); Output X = safety brake (on = 1). If either rear sensor detects an obstacle while the forklift is reversing, the safety brake activates. Construct a logic gate circuit, based on the truth table, that meets the requirements for the safety brake to activate. Clearly label all inputs and outputs.
Show worked answer →

This is an input-process-output control system: the inputs are the sensors and machine states, the process is the logic circuit, and the output is the actuator (the brake). Eight marks: three for correct gate connections and five for correctly labelling the inputs, intermediate signals and output.

The brake (X) must turn on when an obstacle is detected on either side (A OR B), AND the forklift is in reverse (C = 0, so NOT C), AND the engine is on (D). The circuit is:

  • Left and right motion sensors into an OR gate (detects an obstacle on either side) [1 mark].
  • Gear input C through a NOT gate, so reverse (C = 0) gives a 1, fed into an AND gate with the engine input D [1 mark].
  • The OR output and that AND output combined through a final AND gate to drive the safety brake output X [1 mark].

Labelling marks: left and right motion sensor inputs [1 mark]; gear input [1 mark]; engine input [1 mark]; intermediate signals E, F and G [1 mark]; safety brake output [1 mark]. The Boolean expression is X = (A OR B) AND (NOT C) AND D.

Practice5 marks
Describe the function of a NAND gate. Include a truth table to support your response.
Show worked answer →

A NAND gate is a building block of machine control logic (a NOT-AND gate). Five marks: two for the description and three for the truth table.

Function: the output of a two-input NAND gate is 0 only when all of its inputs are 1; for every other input combination the output is 1 [1 mark for the "output is 0 when all inputs are 1" condition, 1 mark for the "output is 1 otherwise" condition].

Truth table for inputs A and B:

  • A = 0, B = 0, output = 1
  • A = 0, B = 1, output = 1
  • A = 1, B = 0, output = 1
  • A = 1, B = 1, output = 0

Three marks are awarded for the three correct columns (the two input columns and the output column). The NAND gate is the inverse of an AND gate, which is why the output is high in every case except when both inputs are high.

Practise this

Sources & how we know this

ExamExplained