As the colour varies, forward voltage varies, in:
The question asks in which of the provided options the forward voltage varies as the colour varies. Let's analyze the characteristics of each option.
We need to consider how each option produces colour and its relationship with forward voltage.
Based on the analysis, the property where the forward voltage varies as the colour emitted varies is a fundamental characteristic of the Light Emitting Diode (LED) itself, due to the relationship between the semiconductor band gap energy, the energy of the emitted photon (and thus colour), and the required forward voltage for operation.
Therefore, the correct answer is LED.
| Component/Technology | How Colour is Produced | Forward Voltage Variation with Colour |
|---|---|---|
| LED (Light Emitting Diode) | Semiconductor material band gap determines emitted photon energy (colour). | Yes, \(V_f\) is related to \(E_g\), which determines colour. Different colours require different \(V_f\). |
| LCD TV (LCD Panel) | Liquid crystals modulate light through colour filters (RGB pixels). | No, voltage controls liquid crystal state (transparency), not light emission colour directly. |
| Colour TV (CRT) | Electron beam strikes RGB phosphor dots. | No, voltages control electron beam; colour determined by phosphor type. |
| LED TV (LED Backlight) | LEDs provide white (or RGB) backlight behind LCD panel. | No, LED backlight \(V_f\) is fixed for the LED type; screen colour is via LCD/filters. |
The energy band gap (\(E_g\)) of a semiconductor is the energy difference between the top of the valence band and the bottom of the conduction band. In a forward-biased p-n junction like an LED, electrons from the conduction band and holes from the valence band recombine. In direct band gap semiconductors, this recombination can release energy in the form of a photon. The energy of the emitted photon is approximately equal to the band gap energy: \(E_{photon} \approx E_g\).
The colour of light is determined by its wavelength (\(\lambda\)) or frequency (\(f\)). The energy of a photon is given by \(E_{photon} = hf = \frac{hc}{\lambda}\), where \(h\) is Planck's constant and \(c\) is the speed of light. Thus, the colour of light emitted by an LED is directly related to the band gap of the semiconductor material. Different materials like Gallium Arsenide (GaAs), Gallium Phosphide (GaP), Gallium Nitride (GaN), and their alloys have different band gaps and are used to produce LEDs of different colours (infrared, red, green, blue, UV).
The forward voltage (\(V_f\)) required to turn on the LED and drive current is roughly proportional to the band gap energy, specifically \(V_f \approx E_g / q\). This is why blue or white LEDs (higher \(E_g\), shorter wavelength, higher photon energy) have higher forward voltages compared to red or infrared LEDs (lower \(E_g\), longer wavelength, lower photon energy). This fundamental property is unique among the given options where the colour of the emitted light directly dictates the required forward operating voltage of the primary light source.
LEDs fabricated from GaAsP emit radiations in the
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