Transformers Explained - How transformers work

Transformers Explained - How transformers work

Understanding Transformers: How They Work and Their Importance

Introduction to Transformers

  • Transformers are essential devices that connect homes to electrical power stations, playing a crucial role in modern lifestyles.
  • They transfer electrical energy and can change voltage and current, but only function with alternating current (AC), not direct current (DC).

Types of Transformers

  • Transformers are rated in volt-amperes (VA) or kilovolt-amperes (kVA), unlike most appliances which are rated in watts or kilowatts.
  • There are various sizes of transformers, from small ones used in doorbells to large ones supplying entire cities.

Transformer Construction

  • A transformer consists of two coils of wire wrapped around an iron core; the primary side connects to the power source while the secondary side connects to the load.
  • The basic construction involves two separate coils and sheets of iron, emphasizing safety when handling electricity.

Voltage Transformation Process

  • Step-up transformers increase voltage for efficient long-distance transmission, while step-down transformers reduce it for local distribution.
  • For example, power stations may produce 12,000 volts which is stepped up to 400,000 volts for transmission and then reduced back down for home use.

Efficiency in Power Transmission

  • Higher voltage reduces energy loss during transmission due to lower current; losses can be significant at lower voltages.
  • An example illustrates that sending power at high voltage results in minimal losses compared to low voltage scenarios.

Electrical Systems Overview

  • North America uses a three-wire system allowing both 120V and 240V outputs; most other regions utilize a simpler two-wire system providing around 230V.

Magnetic Fields and AC Generation

  • Passing an electric current through a wire generates a magnetic field; reversing the current reverses this field.
  • Connecting an AC generator creates alternating electron movement within a closed loop wire due to constantly reversing magnetic fields.

Frequency Characteristics

  • The frequency input into a transformer equals the output frequency; transformers adjust voltage but do not alter frequency.
  • The sine wave pattern observed on oscilloscopes reflects this alternating nature of AC supply frequencies (50Hz or 60Hz).

Induction Principles

  • Wrapping wires into coils strengthens magnetic fields; insulation is necessary for effective operation by ensuring proper current flow.

Understanding Transformers and Electromagnetic Induction

The Basics of Electromagnetic Induction

  • A transformer operates on the principle of electromagnetic induction, where moving a magnet past a coil induces voltage due to changing magnetic fields that disturb free electrons.
  • This process generates electromotive force (EMF), which is effective only with alternating current (AC); direct current (DC) does not induce EMF consistently due to its constant polarity.

Direct Current vs. Alternating Current

  • In DC circuits, EMF is generated only momentarily when the switch is opened or closed, causing brief changes in the magnetic field.
  • With AC supply, a consistent output voltage is achieved as the magnetic field continuously fluctuates.

Transformer Efficiency and Design

  • Using two separate coils without a core wastes much of the magnetic field; introducing a ferromagnetic iron core enhances efficiency by concentrating the magnetic field towards the secondary coil.
  • However, this design leads to eddy currents that generate heat and waste energy; laminated sheets are used in cores to minimize these losses.

Losses in Transformers

  • Transformers experience copper losses from resistance in wires and iron losses from vibrations within laminated sheets, contributing to energy loss.
  • The humming sound produced by transformers results from tiny expansions and contractions caused by alternating current.

Step-Up and Step-Down Transformers

  • A step-up transformer increases voltage with more turns on the secondary side while decreasing current; conversely, a step-down transformer reduces voltage but increases current.
  • Power conservation is maintained: if inputting 240 volts results in 120 volts output, then current doubles while power remains constant across both sides.

Understanding Apparent Power and Power Factor

  • Transformers use volt-amperes (VA), not kilowatts (kW), because they transfer power without knowing connected loads; apparent power must remain constant regardless of load variations.
  • Reactive power represents wasted energy that does no work but contributes to total apparent power; it’s analogous to foam atop beer—unwanted yet present.

Practical Applications of Transformers

  • Manufacturers specify transformers based on their capacity for apparent power rather than true power since actual usage varies widely depending on connected devices.
  • In rectifier circuits, transformers first reduce voltage before diodes convert AC into rough DC, followed by capacitors smoothing out fluctuations for clean power supply.

Calculating Transformer Outputs

  • For example calculations: with 1,000 primary turns at 120 volts input leading to an output of 12 volts indicates it's a step-down transformer.

Understanding Transformer Currents and Voltages

Calculating Primary and Secondary Currents

  • The primary current can be calculated using a specific formula if the secondary current is known (1.2 amps), resulting in a primary current of 0.12 amps.
  • Power conservation in transformers is verified by multiplying voltage and current on both sides, ensuring they are equal.

Step-Up Transformer Examples

  • In a step-up transformer with 100 turns on the primary and 200 on the secondary, supplying it with 120 volts results in a secondary voltage of 240 volts.
  • If only the output voltage and number of turns are known, formulas can be used to determine input voltage or number of turns on either side.

Finding Current Relationships

  • For a secondary current of 1 amp, the corresponding primary current can be found using another formula, yielding an answer of 2 amps.
Video description

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