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Plum-Pulding model is known as–
  • a)
    Rutherford Model
  • b)
    Thomson's model 
  • c)
    Bohr Model 
  • d)
    All the above
Correct answer is option 'B'. Can you explain this answer?
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Plum-Pulding model is known as–a)Rutherford Modelb)Thomsons mode...
Plum-Pudding Model Explained
The Plum-Pudding Model, also known as the Thomson Model, was proposed by J.J. Thomson in 1904 as an alternative to the Rutherford Model. This model was later replaced by the Bohr Model, which provided a more accurate description of the atom's structure.
Explanation of the Plum-Pudding Model:
- The model suggests that an atom is composed of a positively charged diffuse mass (the "pudding") with negatively charged electrons (the "plums") embedded within it.
- According to Thomson, the positive charge is uniformly distributed throughout the atom, and the negatively charged electrons are scattered within this positive sphere.
- The model was based on Thomson's discovery of the electron and his experiments using cathode rays.
Comparison with other models:
- The Rutherford Model, also known as the Nuclear Model, was proposed by Ernest Rutherford in 1911. It suggests that the atom has a small, dense, positively charged nucleus at the center, with electrons orbiting around it. This model was a significant departure from the Plum-Pudding Model.
- The Bohr Model, proposed by Niels Bohr in 1913, improved upon the Rutherford Model by incorporating the concept of quantized energy levels for electrons. It introduced the idea that electrons occupy specific orbits or energy levels around the nucleus.
Conclusion:
- The Plum-Pudding Model, or Thomson Model, was an early attempt to describe the structure of the atom.
- It suggested that the atom consists of a positive "pudding" with embedded negative "plums."
- However, this model was later replaced by more accurate models, such as the Rutherford Model and the Bohr Model.
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Plum-Pulding model is known as–a)Rutherford Modelb)Thomsons modelc)Bohr Modeld)All the aboveCorrect answer is option 'B'. Can you explain this answer?
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