What is Planckās equation used to describe?
Motion of planets
Behavior of gases
Energy of photons
Speed of light
Planckās Equation: In physics, Planckās equation expresses the relationship between the energy of a photon and the frequency of its electromagnetic wave, foundational in quantum theory. It is formulated as E = hĪ½, where E is the photonās energy, h is Planckās constant, and Ī½ (nu) is the frequency. This equation is fundamental in the laws of physics, linking quantum mechanics and electromagnetic theory.
Planckās constant is a fundamental constant in physics that defines the scale of quantum effects. Denoted by the symbol h, it quantifies the relationship between the energy of a photon and the frequency of its electromagnetic wave. Its value is approximately 6.626 Ć 10ā»Ā³ā“ joule-seconds. This constant plays a critical role in quantum mechanics, particularly in Planckās equation (E = hĪ½), linking energy and frequency, and in the concept of quantization, where energy levels are discrete rather than continuous.
Planckās equation formula is given by:
This formula shows that the energy of a photon is directly proportional to the frequency of its electromagnetic wave, and it forms the basis for understanding quantized energy in quantum mechanics.
Planckās equation describes the relationship between a photonās energy and the frequency of its electromagnetic wave, providing a quantized link fundamental to quantum mechanics.
The formula for Planckās equation is E = hĪ½, where E is energy, h is Planckās constant, and Ī½ (nu) represents the frequency of the wave.
Planckās equation is crucial because it shows that energy is quantized, leading to the development of quantum mechanics and changing our understanding of atomic and subatomic behavior.
Planckās constant is approximately 6.626 Ć 10ā»Ā³ā“ joule-seconds, a universal constant used to relate the energy of photons to their frequency.
In the photoelectric effect, Planckās equation relates the frequency of incoming light to the energy of emitted electrons, proving that light behaves as quantized photons.
Planckās equation explains spectral lines by linking photon energy to specific frequencies, allowing scientists to identify elements based on their unique emission or absorption spectra.
Planckās equation is widely used in quantum mechanics, providing insights into atomic energy levels, black-body radiation, and the quantization of electromagnetic radiation.
Planckās equation helps explain the energy distribution in black-body radiation. Revealing how intensity varies with frequency and leading to the concept of quantized energy.
Technicians and engineers use Planckās equation in technologies like LED lighting. X-ray generation, and photovoltaic cells to understand and optimize energy conversion and emission.
Planckās equation challenged classical physics, introduced quantum theory, and reshaped our understanding of matter and energy on atomic and subatomic scales, revolutionizing scientific thought.
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What is Planckās equation used to describe?
Motion of planets
Behavior of gases
Energy of photons
Speed of light
What is the formula for Planckās equation?
E = mcĀ²
E = hf
E = kT
E = mvĀ²/2
What does the constant 'h' represent in Planckās equation?
Boltzmann constant
Gravitational constant
Planckās constant
Speed of light
What is the value of Planckās constant?
3.00 x 10āø m/s
6.63 x 10ā»Ā³ā“ Js
1.38 x 10ā»Ā²Ā³ J/K
9.81 m/sĀ²
In the equation E = hf, what does 'f' stand for?
Force
Frequency
Faradayās constant
Focal length
How does the energy of a photon change if its frequency is doubled?
It remains the same
It is halved
It doubles
It becomes zero
What is the unit of frequency 'f' in Planckās equation?
Hertz (Hz)
Joules (J)
Meters (m)
Seconds (s)
Which phenomenon can be explained using Planckās equation?
Photoelectric effect
Gravitational force
Thermal expansion
Electromagnetic induction
What happens to the energy of a photon if the wavelength decreases?
It remains the same
It decreases
It increases
It becomes zero
How is the frequency (f) related to the wavelength (Ī») and speed of light (c)?
f = cĪ»
f = c/Ī»
f = Ī»/c
f = cĀ²Ī»
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