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If you are talking about the Pauli Exclusion Principle, then it would be Wolfgang Pauli. However, Pauli is Austrian.
Simple stated, no two electrons can have the same quantum numbers. Electrons at the same level would have a + and - spin.
Of course, if any two were in the same state it would violate both fermi statistics and the pauli exclusion principle.
according to hund's rule ,electrons are distributed among the orbitals having equal energy [degenerate orbitals] in such a way that the number of unpaired electrons is maximum.In other words , if the number of electrons is less or equal to the orbitals of same energy then all these electrons will be unpaired.But when the number of electrons is more than the available orbitals , then first all the orbitals will be singly occupied and then pairing of electrons will start.Due to this interelectronic repulsion will be minimum when the electrons occupy separate orbitals and when number of unpaired electrons with same spin is greater than exchange energy will also be greater this stablizes the system. While pauli's exclusion principle is that an orbital can accomodate not more than 2 electrons that too with opposite spins.
The bottom-line answer is because that is how nature works! However, there are somewhat less profound explanations, but they are really just rules which say that this must happen -- and don't ultimately answer "Why?". The Pauli Exclusion Principle says that all electrons in an atom must have four unique quantum numbers -- no two can have all four the same. This rule forbids more than 2 electrons existing in the same orbital because there are two possible quantum numbers available for that orbital -- electron spin of +1/2 and -1/2. But again, this rule just says that there can't be more than 2 electrons per orbital because of the uniqueness of quantum numbers -- but it doesn't say why quantum numbers must be unique! In the end, it really just is the way it because that's the way it is!
If you are talking about the Pauli Exclusion Principle, then it would be Wolfgang Pauli. However, Pauli is Austrian.
Simple stated, no two electrons can have the same quantum numbers. Electrons at the same level would have a + and - spin.
no it is not possible"Pauli exclusion principle states that no two electronsin an atom can have the same set of four quantum numbers"
Of course, if any two were in the same state it would violate both fermi statistics and the pauli exclusion principle.
An orbital can hold not more than 2 electrons, and if there are two electrons in the orbital, they must have opposite (paired) spins. Therefore, no two electrons in the same atom can have the same set of four quantum numbers. otherwise the Pauli exclusion principle explain that the feature of particles dependent on its nature. for example electrons is fermion thus 2 electrons can accommodate in one level (orbital) but proton is bozone thus 1 proton accommodate in one level.
The Pauli exclusion principle would require that an electron sharing the same orbital would have to have opposite spin from the other particle in the pair. They therefore have different spin quantum numbers of +(1/2) and -(1/2)
according to hund's rule ,electrons are distributed among the orbitals having equal energy [degenerate orbitals] in such a way that the number of unpaired electrons is maximum.In other words , if the number of electrons is less or equal to the orbitals of same energy then all these electrons will be unpaired.But when the number of electrons is more than the available orbitals , then first all the orbitals will be singly occupied and then pairing of electrons will start.Due to this interelectronic repulsion will be minimum when the electrons occupy separate orbitals and when number of unpaired electrons with same spin is greater than exchange energy will also be greater this stablizes the system. While pauli's exclusion principle is that an orbital can accomodate not more than 2 electrons that too with opposite spins.
Such a nucleus would be unstable due to the Pauli Exclusion Principle requiring the protons to have anti-aligned spins and thus a negative binding energy which would force the protons apart. There has been some recent (2008) experimental evidence that suggests a Diproton, or Helium-2 nucleus, may exist for a fraction of a billionth of a second under certain conditions and may have a role to play in the creation of elements inside stars.
One of the key attributes of Judaism is its monotheism. Accepting the Roman gods would have been a violation of that basic principle.
The bottom-line answer is because that is how nature works! However, there are somewhat less profound explanations, but they are really just rules which say that this must happen -- and don't ultimately answer "Why?". The Pauli Exclusion Principle says that all electrons in an atom must have four unique quantum numbers -- no two can have all four the same. This rule forbids more than 2 electrons existing in the same orbital because there are two possible quantum numbers available for that orbital -- electron spin of +1/2 and -1/2. But again, this rule just says that there can't be more than 2 electrons per orbital because of the uniqueness of quantum numbers -- but it doesn't say why quantum numbers must be unique! In the end, it really just is the way it because that's the way it is!
No. It is not possible for two metals to have the same emission spectrum. For metals to have the same emission spectrum, they would need for their electrons to have duplicate orbitals. That would be impossible due to the exclusion principle.
If two species occupied the same niche, they would be competing for the exact same resources. The competitive exclusion principle states that one of the species would drive the other to extinction.