Quantum Mechanical Model

Quantum Mechanical Model
Quantum Mechanical Model
Developer: 🇮🇳 Wiki Kids Limited
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30K installs
146 ratings
10 monthly active users
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Quantum Mechanical Model Summary

Quantum Mechanical Model is a free Android app in Education by Wiki Kids Limited. Released in Mar 2015 (11 years ago). It has about 30K+ installs and 146 ratings with a 4.07★ (good) average. Based on AppGoblin estimates, it reaches roughly 10 monthly active users . Store last updated May 14, 2015

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4.07★

Ratings: 146

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App Description

Quantum Mechanical Model Simplyscience

From this App you can learn :

Identify that matter and energy are not different entities and both light(energy) and matter have dual nature.
Calculate the wavelength and momentum of moving bodies using de Broglie wave equation.
Discuss the diffraction and scattering experiments by Davisson and Germer that prove the wave nature of matter.
Understand the uncertainty phenomenon and how it limits our knowledge of properties of quantum particles.
Depict the electron location within an atom by analyzing electron density diagrams and radial probability distribution plots.
Describe the size, shape and orientation of an atomic orbital by using quantum numbers.

More details please visit https://www.simply.science.com/


"simply.science.com" hosts concept oriented content in Maths & Sciences
specially designed for K-6 to K-12 grades. "Simplyscience enables
students to enjoy learning with application oriented, visually rich
content which is simple and easy to understand. The content is aligned to
best practices of learning and teaching.

Students can develop strong basics, critical thinking and problem
solving skills to do well in school and beyond. Teachers can use Simplyscience as a
reference material to be more creative in designing engaging learning
experiences. Parents also can actively participate in their child's
development through Simplyscience".

This topic covers under Chemistry subject as a part of the Structure Of Matter topic
and this topic contains following sub topics
Quantum Mechanical Model
Schrodinger Wave Function
Atomic orbitals representation
Heisenberg's Uncertainty Principle
Quantum numbers