Food on shelves in a refrigerator
They have fixed energy values.
The electromagnetic spectrum provides evidence for quantized changes in energy levels of atoms. This is seen in the emission or absorption of specific discrete frequencies of light, which is a result of electrons jumping between quantized energy levels within the atom. This phenomenon is described by quantum mechanics.
Each electron has its own "address."
Energy levels where only certain values are allowed are called quantized energy levels. This concept is central to quantum mechanics, where particles like electrons can only occupy specific energy levels in an atom.
Millikan's oil-drop experiments validated the existence of discrete, quantized electrical charges on particles within the atom. This supported the idea proposed by Thomson that electrons are fundamental particles with a specific charge.
It has a specific set of possible values.
A quantized condition refers to a specific state or value that is constrained to discrete or distinct levels, such as multiples of a minimum unit (quantum). In physics, quantized conditions often arise in systems that exhibit quantization of energy levels or other properties according to fundamental principles like quantum mechanics.
An example of a quantized condition is the energy levels of electrons in an atom. Electrons can only occupy specific energy levels, and they cannot exist in between these levels. When an electron transitions between these quantized energy states, it absorbs or emits a discrete amount of energy, typically in the form of a photon. This quantization is a fundamental principle of quantum mechanics.
They have fixed energy values.
Quantized. (Number 4 if you are using what I think you are using.)
Digital quantized information and analog is just information. Like the letter "i" on your screen is digital and made up of a few pixels= quantized. The letter "i" drawn on a piece of paper is not quantized = analog.
It is quantised.
No. A quantized orbit means the energy is locked in as a constant. It would have to switch to a different orbit to emit energy.
Depression
The Bohr quantization condition states that the angular momentum of an electron orbiting a nucleus in an atom is quantized and can only take on certain discrete values that are integer multiples of Planck's constant divided by (2\pi). This quantization condition helps explain the stability of electron orbits in atoms and is a key aspect of the Bohr model of the atom.
The word 'condition' is a noun, object of the preposition 'in'.
Electrical charge is quantized. (negative in an electron, as an electron has exactly -1 fundamental unit of charge) The other two would be the energy levels in the atoms and the emitted energy.