Dimensional Analysis — Concept Maps
ICSE · Class 11 · Physics
4 concept maps of Dimensional Analysis for ICSE Class 11 Physics, each also written out as a text outline. Part of the ICSE Class 11 Physics syllabus.
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Dimensional Analysis – Complete Chapter Overview
The map in words
- Dimensional Analysis
- Fundamental Dimensions
- Mass M
- Length L
- Time T
- Temperature theta
- Dimensional Formula
- Written as M-a L-b T-c
- Derived from definitions
- Dimensionless if all powers zero
- Classification of Quantities
- Dimensional Variables
- Force Velocity Work
- Non-Dimensional Variables
- Strain Angle
- Dimensional Constants
- G h k R
- Non-Dimensional Constants
- Pure numbers 1 2 3
- Dimensional Variables
- Principle of Homogeneity
- All terms same dimensions
- Used to verify equations
- Used to find unknown dimensions
- Applications
- Unit Conversion
- n2 formula using M L T ratios
- 1 newton equals 10 power 5 dynes
- Checking Correctness
- Compare LHS and RHS dimensions
- Deriving Relations
- Pendulum T = 2pi root l over g
- String n = 1 over 2l root F over m
- Unit Conversion
- Limitations
- Cannot find dimensionless constants
- Only 3 unknowns solvable
- No trig or log functions
- Same formula different quantities
- Fundamental Dimensions
Dimensional Analysis Concept Map
The map in words
- Dimensional Analysis
- Fundamental Concepts
- Dimensions
- Dimensional Formula
- Notation M L T
- Physical Quantities
- Dimensional Variables
- Non-dimensional Variables
- Dimensional Constants
- Non-dimensional Constants
- Key Principles
- Homogeneity Principle
- Dimensional Consistency
- Mathematical Operations
- Applications
- Unit Conversion
- Equation Verification
- Formula Derivation
- Finding Relationships
- Limitations
- Dimensionless Constants
- More than 3 Factors
- Trigonometric Functions
- Non-unique Quantities
- Fundamental Concepts
Dimensional Analysis – Complete Chapter Mind Map
The map in words
- Dimensional Analysis
- Dimensions
- Fundamental Quantities
- Mass M
- Length L
- Time T
- Temperature theta
- Dimensional Formula
- Written in square brackets
- Powers of M L T
- Dimensionless Quantities
- Angle
- Strain
- Relative Density
- Fundamental Quantities
- Classification
- Dimensional Variables
- Force Velocity Work
- Non-Dimensional Variables
- Angle Strain
- Dimensional Constants
- G h k R
- Non-Dimensional Constants
- pi pure numbers
- Dimensional Variables
- Principle of Homogeneity
- Each term same dimensions
- Only like quantities add
- Necessary not sufficient
- Applications
- Unit Conversion
- n2 formula
- SI to CGS
- Checking Equations
- LHS vs RHS
- Deriving Formulas
- Assume powers a b c
- Solve 3 equations
- Find k experimentally
- Unit Conversion
- Limitations
- No dimensionless constants
- Max 3 unknowns
- No trig or log terms
- Same dims diff quantities
- Dimensions
Dimensional analysis as a method to express physical quantities in terms of fundamental dimensions, check equation homogeneity, convert units, and derive relations among physical quantities
The map in words
- Dimensional analysis as a method to express physical quantities in terms of fundamental dimensions, check equation homogeneity, convert units, and derive relations among physical quantities
- Dimensions of physical quantities
- Dimensional formula
- Dimensional quantities
- Non-dimensional quantities
- Dimensionless quantities
- Principle of homogeneity
- Unit conversion by dimensions
- Deriving relations among quantities
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