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According to Schrodinger model nature of...

According to Schrodinger model nature of electron in an atom is as :-

A

Particles only

B

Wave only

C

Both simultaneously

D

Sometimes waves and sometimes particle

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**Step-by-Step Solution:** 1. **Understanding the Schrodinger Model**: The Schrodinger model of the atom is based on the principles of quantum mechanics. It describes the behavior of electrons in an atom using a mathematical equation known as the Schrodinger wave equation. 2. **Dual Nature of Electrons**: According to the Schrodinger model, electrons exhibit dual nature, meaning they can behave both as particles and as waves. This duality is a fundamental concept in quantum mechanics. 3. **Wave Behavior**: In the context of the Schrodinger model, while electrons can exhibit particle-like properties, their behavior in an atom is primarily described as wave-like. The wave function derived from the Schrodinger equation gives information about the probability of finding an electron in a particular region around the nucleus. 4. **Experimental Conditions**: The behavior of electrons as either particles or waves depends on the experimental conditions. In certain experiments, electrons may behave more like particles, while in others, they may exhibit wave-like properties. 5. **Conclusion**: According to the Schrodinger model, the nature of the electron in an atom is primarily wave-like, and it cannot simultaneously exhibit both particle and wave characteristics. **Final Answer**: According to the Schrodinger model, the nature of the electron in an atom is primarily wave-like. ---

**Step-by-Step Solution:** 1. **Understanding the Schrodinger Model**: The Schrodinger model of the atom is based on the principles of quantum mechanics. It describes the behavior of electrons in an atom using a mathematical equation known as the Schrodinger wave equation. 2. **Dual Nature of Electrons**: According to the Schrodinger model, electrons exhibit dual nature, meaning they can behave both as particles and as waves. This duality is a fundamental concept in quantum mechanics. 3. **Wave Behavior**: In the context of the Schrodinger model, while electrons can exhibit particle-like properties, their behavior in an atom is primarily described as wave-like. The wave function derived from the Schrodinger equation gives information about the probability of finding an electron in a particular region around the nucleus. ...
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ALLEN-ATOMIC STRUCTURE-Exercise - 02
  1. If n and l are respectively the principal and azimuthal quantum number...

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  2. how fast is an electron moving if it has a wavelength equal to the dis...

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  3. According to Schrodinger model nature of electron in an atom is as :-

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  4. Which describes orbital :-

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  5. In order to have the same wavelength for the electron (mass m(e)) and ...

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  6. The quantum number + 1//2 and -1//2 for the electron spin represent

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  7. Which is true about Psi :-

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  8. The circumference of n^(th) orbit in H-atom can be expressed in terms ...

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  9. A particle X moving with a certain velocity has a debroglie wave lengt...

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  10. What are the values of the orbital angular momentum of an electron in ...

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  11. If m = magnetic quantum number and l = azimuthal quantum number then :...

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  12. The number of unpaired electron in Mn^(4+) (Z = 25) is :-

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  13. After np orbitals are filled, the next orbital filled will be :-

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  14. The value of the magnetic moment of a particular ion is 2.83 Bohr magn...

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  15. In Bohr's model of the hydrogen atom, the ratio between the period of ...

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  16. If v1 is the frequency of the series limit of lyman seies, v2 is the f...

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  17. The energies of energy levels A, B and C for a given atom are in the s...

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  18. The wavelengths of photons emitted by electron transition between two ...

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  19. If first ionisation potential of a hypothetical atom is 16 V, then the...

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  20. In which transition minimum energy is emitted :-

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