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Various Terms Related to Magnetism

NEET > Physics > Magnetic Effects of Current and Magnetism > Magnetism > Various Terms Related to Magnetism

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Overview content

Topic 2 of 6 โ€ข Chapter: Magnetism โ€ข Physics

Various Terms Related to Magnetism โ€“ Complete Notes, Revision, Important Questions & Downloads

Various Terms Related to Magnetism gathers the working vocabulary that the rest of the chapter depends on, especially Intensity of Magnetisation and Susceptibility, and it also links those ideas to field, flux, permeability, and magnetising field. NEET tests this topic through quick-definition questions, unit comparisons, and relation-based formulas such as I = m/A = M/V and mu_r = 1 + chi_m. A typical scoring move is to identify whether a quantity is scalar or vector and then connect B, H, I, and susceptibility without mixing magnetisation with magnetising field.

โฌ‡ Download Notes PDFView Important Questions โ†’
Core TerminologyUnit SensitiveHigh Yield
Expected QuestionsQ
1
question from B, H, I, chi_m, or permeability relations
Time Requiredโฑ
3 Hours
to separate the standard terms, units, and material-response relations without overlap
Difficultyโšก
Medium
the chapter is formula-light, but notation similarity creates frequent conceptual swaps
NRI USA Curriculum GapUS
Moderate
different school tracks use different notation emphasis, while NEET expects direct comfort with B, H, I, mu, and chi_m together
1Subtopics
30+Practice Questions
4Free Downloads
3 hrsPrep Time
โฌ‡ Get Free Downloads

NEET Weightage & Exam Pattern

Magnetism
NEET YearQuestions from this TopicBarMarks
20241
ย 
1 Q
4
20231
ย 
1 Q
4
20221
ย 
1 Q
4
20211
ย 
1 Q
4
20201
ย 
1 Q
4
Topic Weightage5ย 20
NEET uses this topic to test definition discipline: magnetic flux is scalar, flux density is vector, and susceptibility is dimensionless.
The relation B = mu0(H + I) and therefore mu_r = 1 + chi_m is one of the cleanest bridge formulas between field terms and material response.

Most mistakes come from treating H, I, and B as interchangeable because all appear in the same chapter but describe different physical roles.
๐Ÿ“Š
0.8
Avg Questions / Year
๐ŸŽฏ
20
Total Marks (6 yrs)
๐Ÿ“ˆ
Direct
Pattern
โš ๏ธ
Medium
Difficulty

Preparation Strategy

1

Sort Every Symbol by Job Treat H as the magnetising field applied from outside, I as the magnetisation developed in the material, and B as the resulting flux density. This immediately removes most symbol confusion.

2

Memorise the Dimensionless Quantity Magnetic susceptibility chi_m is the ratio I/H and has no units. NEET often asks this because it is the cleanest way to distinguish it from B, H, and I.

3

Use the Bridge Formula Actively From B = mu0(H + I), substitute I = chi_m H to get B = mu0H(1 + chi_m). This derivation is short enough to reconstruct during the exam if the final relation slips.

4

Keep SI and CGS Unit Questions Separate Flux, flux density, magnetising field, and susceptibility each have different unit behaviour. Do not rely on memory blur; revise one unit table once and then test yourself on it.

Download Topic Notes

PDF ยท Cheat Sheet ยท MCQ Set ยท PYQ
๐Ÿ“„
Full Topic Notes
Detailed notes on magnetic field, flux, permeability, magnetising field, magnetisation, and susceptibility.
PDF7 Pages
Download Notes
๐Ÿ“
Formula Sheet
One-page sheet for B = mu0(H + I), I = m/A = M/V, chi_m = I/H, and mu_r = 1 + chi_m.
PDF1 Page
Download Formulas
๐ŸŽฏ
MCQ Practice
Practice set on definitions, units, dimensional checks, and material-response relations in magnetism.
PDF30 Questions
Download MCQs
โณ
Previous Year Questions
Selected PYQs on magnetic susceptibility, permeability, and field terminology.
PDF12 Questions
Download PYQs

Topic Coverage

2-Column Table
Column AColumn B
Intensity of Magnetisation and Susceptibilityโ†—

Quick Revision

Concept โ†’ Trap โ†’ Example

1) Intensity of Magnetisation and Susceptibility

Material Response

Intensity of magnetisation I tells how strongly the material itself becomes magnetised, while susceptibility chi_m = I/H tells how easily that magnetisation is produced by an applied field. With B = mu0(H + I), the relative permeability follows as mu_r = 1 + chi_m.

  • I can be written as pole strength per unit area or magnetic moment per unit volume, so it is a vector quantity with SI unit ampere per metre.
  • chi_m is scalar and dimensionless because it is a ratio of two like field-strength quantities.
  • Trap: H is not the same as B; H describes magnetising effort, while B describes resulting flux density in the medium.
Example (NEET-style)If chi_m = 0.02 for a substance, then mu_r = 1.02. That means the medium slightly increases the magnetic flux density above the vacuum value for the same applied H.

US Curriculum Gaps

Note for NRI/OCI students studying abroad.

Notation Density Is Usually Lighter Elsewhere

Many curricula spread magnetisation, susceptibility, and permeability across separate units, while NEET can ask them together in one direct MCQ.

  • distinguish H from B quickly
  • remember chi_m is unitless

Unit Conversion Is a Real Exam Lever

Tesla, weber, gauss, oersted, and ampere per metre all appear around the same topic, so precise unit ownership matters more than casual familiarity.

  • 1 tesla = 10^4 gauss
  • 1 oersted = 80 A/m in the text convention

Concept IQ Check

Exam-style checks
1Which quantity is dimensionless in this topic?Definition check
magnetic flux density B
intensity of magnetisation I
magnetic susceptibility chi_m
magnetising field H
Magnetic susceptibility is defined as chi_m = I/H. Because it is a ratio of intensity of magnetisation to magnetising field, the units cancel and the quantity becomes dimensionless. NEET likes this kind of question because the notation looks technical, but the correct move is simply to identify which symbols represent field quantities and which one is a pure response ratio.
2If a material has susceptibility chi_m, the correct relation with relative permeability is:Core relation
mu_r = chi_m
mu_r = 1 + chi_m
mu_r = 1/chi_m
mu_r = 1 - chi_m always
Using B = mu0(H + I) and I = chi_m H gives B = mu0H(1 + chi_m). Comparing this with the standard medium form B = mu0 mu_r H gives mu_r = 1 + chi_m. This relation is a common NEET bridge because it links material response directly to relative permeability in one step, and the distractors are usually built by dropping the leading 1 or misreading susceptibility as B/H.

NEET Practice Questions

Click "Reveal Answer" after attempting
1The quantity I = M/V represents:
magnetic flux
intensity of magnetisation
magnetic declination
coercive force
๐Ÿ‘ Reveal Answer
Intensity of magnetisation. It can be defined as induced magnetic moment per unit volume of the material.
2The SI unit of magnetic flux is:
tesla
weber
gauss
oersted
๐Ÿ‘ Reveal Answer
Weber. Magnetic flux is measured in weber, whereas tesla is the unit of magnetic flux density.
3Magnetising field H is related to permeability and flux density by:
H = B/mu
H = mu/B
H = Bmu
H = B + mu
๐Ÿ‘ Reveal Answer
H = B/mu. This relation appears directly in the text and separates the applied field measure H from the resulting flux density B in a medium of permeability mu.
4If magnetic susceptibility of a material is zero in an idealised question, then mu_r becomes:
0
1
2
infinite
๐Ÿ‘ Reveal Answer
1. From mu_r = 1 + chi_m, zero susceptibility gives relative permeability equal to unity.
5The quantity that directly measures how easily a substance can be magnetised is:
magnetic susceptibility
magnetic moment only
declination
angle of dip
๐Ÿ‘ Reveal Answer
Magnetic susceptibility. The text defines it as the property that shows how easily a substance can be magnetised under an applied magnetising field.

Physics Revision Checklist

Check off chapters as you revise

Use this section for quick chapter tracking before mocks, part tests, and final NEET revision.

Tip: Mark a chapter complete only after revising formulas, solving PYQs, and reviewing your error log for that chapter.

Frequently Asked Questions

Notes ยท Downloads ยท Revision ยท Important Questions
What is the difference between magnetic flux and magnetic flux density?
Magnetic flux is the total number of magnetic lines passing normally through a surface, while magnetic flux density is the flux per unit area normal to the lines and is represented by the vector B.
Why is magnetic susceptibility dimensionless?
Because it is defined as the ratio I/H. Both numerator and denominator have the same type of field-strength unit, so the units cancel.
What does intensity of magnetisation physically mean?
It measures how much magnetic moment is induced per unit volume, or equivalently pole strength per unit cross-sectional area, when the material is magnetised.
How is relative permeability connected to susceptibility?
From the standard textbook relation, mu_r = 1 + chi_m. This is obtained by writing the total flux density as the sum of vacuum contribution and material magnetisation contribution.
Is B the same as H?
No. H measures the magnetising field applied to the material, while B measures the resulting magnetic flux density in the medium.
Why does NEET ask units so often in this topic?
Because several closely related magnetic quantities appear together here, and unit discipline is the fastest way to see whether the student actually understands what each symbol represents.
What is the common trap in the B = mu0(H + I) relation?
Students often treat I as if it were another name for H. In fact, I is the magnetisation produced inside the material and must be related separately through susceptibility.
Where does permeability enter physically?
Permeability describes how readily a medium allows magnetic flux lines to pass through it. A larger permeability means the medium supports a larger flux density for the same magnetising field.
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Intensity of Magnetisation and Susceptibility

Subtopics

Intensity of Magnetisation and Susceptibility

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Various Terms Related to Magnetism > Intensity of Magnetisation and Susceptibility > Relation Between Permeability and Susceptibility
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Intensity of Magnetisation and Susceptibility

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NEET > Physics > Magnetic Effects of Current and Magnetism Chapters

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