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Stereochemistry
Stereochemistry involves chiral and achiral carbon conpounds... enantiomers, rotation of chiral carbon, cyclic compounds and it's isomer types
Ishant Goel
Alkynes
Generally these are the hydrocarbons with triple bonds... then we have the nomenclature of alkynes, stability of alkynes, cycloalkynes and mechanism to form reactions
Alkenes
Alkenes are double bonded structures, here it's stereoisomerism, nomenclature and rules for naming are discussed..... Types are branched and cyclo alkenes..... There is a priority system while naming
Cycloalkanes
These are alkanes and cycloalkanes.... Actually these are classified on the basis of functional groups like alkanes, alkenes, alkynes, ketones, esters, alcohols, hydrocarbon,etc.... Different types of alkanes are discussed here like cyclic and branched
Impulse and Work-Energy theorem
Definition of impulse i e. Change of momentum, it's formula and graphical representation.... Area of the figure also represents the impulse.... Then we have the most important thereom Work-Energy theorem and conservative force
Elastic potential energy
We find the elastic potential energy for a conservative force as well as for a non-conservative force where gradient measure is also included And curl also
Potential energy diagrams
Potential energy diagrams are actually some graphical diagrams which on the first side it takes the potential energy and on the second side it is the total energy..... Then we also have collisions in CM frame of reference
Cases of collision
There are cases in collisions like when the colliding particles have the same mass And another case when they have same mass but one particle is initially at rest
Elastic Collision
Elastic Collision is another type of collision....in fact, there are subtypes like one-dimensional elastic Collision and two-dimensional elastic Collision... Law of conservation of momentum mostly applied in collisions
Inelastic collision
First of all, there is definition of collision and then there are two types of collision, elastic and inelastic.... The second one is discussed in this lecture.... examples of conservative Force
Real definite integrals
This is the evaluation if real definite integrals... They can be evaluated by using residue theorem.... We have problems based on two types of functions... And some proofs arlnd examples are given
Stoke's theorem
The line integral of tangential component of a vector around a simple closed curve is equal to the surface Integral of curl of that vector.... That is what this theorem states.... And it's examples are ver important for exams