Higher Engineering Science SQA

This subject is broken down into 45 topics in 9 modules:

  1. The Systems Approach 4 topics
  2. Energy and Efficiency, Calculations 4 topics
  3. Engineering Roles and Disciplines 2 topics
  4. Impacts of Engineering 4 topics
  5. Analogue Electronic Control Systems 10 topics
  6. Digital Electronic Control Systems 2 topics
  7. Drive Systems 6 topics
  8. Pneumatics, Structures and Forces 7 topics
  9. Materials 6 topics
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  • 9
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  • 45
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  • 16,826
    words of revision content
  • 2+
    hours of audio lessons

This page was last modified on 28 September 2024.

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Engineering Science

The Systems Approach

Complex System, Sub-System and Control Diagrams

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Complex System, Sub-System and Control Diagrams

Complex Systems

  • Complex systems are composed of numerous interconnected parts, all of which work together to perform a common function.
  • These systems are often broken down into simpler sub-systems to be understood and analysed more effectively.
  • Understanding complex systems requires a good grasp of the underlying sub-systems and their interactions.
  • Examples of complex systems can include a computer, a nuclear power plant, or the human body.

Sub-Systems

  • A sub-system is a system within a larger complex system that performs a specific task.
  • Sub-systems are often designed and analysed independently but always work in tandem within the larger system.
  • If one sub-system fails, it may affect the performance or functionality of the whole system.
  • Understanding the role of each sub-system and their interconnections is crucial when studying complex systems.

Control Diagrams

  • Control diagrams or schematic diagrams are graphical representations of the components and interconnections within a system.
  • These diagrams can depict the flow of signals, energy, or materials through the system.
  • They provide a clear, visual representation of how a system operates at a high level.
  • Key elements in control diagrams may include input and output variables, process components, and control devices.
  • Mastery of control diagrams is essential when trying to understand or design complex systems.

Course material for Engineering Science, module The Systems Approach, topic Complex System, Sub-System and Control Diagrams

Engineering Science

Analogue Electronic Control Systems

Calculating Relationship between Input and Output Voltages for op-amp Configurations

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Calculating Relationship between Input and Output Voltages for op-amp Configurations

Operational Amplifiers (Op-amps)

  • An operational amplifier, or op-amp, is a high-gain electronic voltage amplifier with a differential input and typically a single-ended output.
  • In an ideal op-amp, the gain is infinite, input impedance is infinite, while output impedance is zero.
  • Open loop gain refers to the gain of an op-amp without positive or negative feedback and it is extremely high, approximately infinity.
  • The inverting terminal (-) and non-inverting terminal (+) are the two inputs to an op-amp.
  • The output voltage Vout of the op amp is given by the open-loop gain multiplied by the differential voltage.

Inverting Op-amp Configuration

  • An inverting amplifier is a special case of the differential amplifier where the feedback is connected to the inverting input.
  • The gain in an inverting amplifier is calculated with the formula Ao = - Rf/Rin, where Rin is the input resistance and Rf is feedback resistance. The negative sign shows that the output is inverted.
  • If input voltage Vin is applied to the inverting terminal and non-inverting terminal grounded, the output voltage Vout is inverted and amplified.

Non-Inverting Op-amp Configuration

  • The non-inverting amplifier is a specific type of differential amplifier that amplifies the input voltage while maintaining the same polarity.
  • The gain in a non-inverting amplifier is calculated with the formula Av = 1 + (Rf/Rin), where Av indicates the non-inverting voltage gain.
  • If input voltage Vin is applied to the non-inverting terminal and the inverting input is grounded, the output voltage Vout is non-inverted and amplified.

Op-amp as a Comparator

  • An op-amp comparator is a circuit that compares two input voltages. The output switches states between when one input is greater than the other.
  • The reference voltage Vin is applied at one of the inputs and the second input voltage Vinput, which is to be compared, is applied at the other input.
  • If Vin > Vinput, the output voltage Vout is negative, and if Vin < Vinput Vout is positive.
  • A comparator is an example of an op-amp circuit with positive feedback.

Remember, understanding how op-amps work and the relationship between input and output voltages is essential for understanding analogue electronic control systems.

Course material for Engineering Science, module Analogue Electronic Control Systems, topic Calculating Relationship between Input and Output Voltages for op-amp Configurations

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