• views: 102
• date: 25 January 2026
• posted by: voska89

What you'll learn
Graphical method on solving the numerical problems on rotating masses
Balancing of rotating and reciprocating mass system
Concept of Primary and Secondary force and couples
Concept of direct and reverse crank system
Requirements
Must know the basic theory of balancing and mechanics.
Description
Balancing of rotating and reciprocating masses is a crucial topic in Theory of Machines / Dynamics of machinery, widely asked in GATE, ESE, university examinations, and extensively applied in real-world mechanical systems such as engines, turbines, rotors, and compressors.This course is completely focused on solving numerical problems, ensuring that learners develop both conceptual clarity and problem-solving confidence.Starting from the fundamental concepts, the course gradually progresses to complex numerical problems, covering:Balancing of single and multiple rotating massesBalancing in the same plane and different planesStatic and dynamic balancingBalancing of reciprocating massesMulti-cylinder engine balancingEach numerical problem is solved in a step-by-step, exam-oriented manner, with:Clear assumptionsProper free-body diagramsLogical sequencing of stepsPractical interpretation of resultsSpecial emphasis is given to:Graphical methodsAnalytical methodsCommon errors to avoidShortcuts useful in competitive examsBy the end of this course, learners will be able to solve any balancing numerical problem confidently, whether it appears in an exam or a real engineering application.Who This Course Is ForMechanical Engineering studentsGATE / ESE / PSU aspirantsDiploma & Degree studentsPracticing mechanical engineersAnyone who wants strong fundamentals in Theory of Machines and Dynamics of Machinery in detail and conceptually.
For the Mechanical Engineering and other disciplines who want to learn the critical balncing of a rotating and reciprocating unbalnced systems and how to balance the system
Homepage

https://www.udemy.com/course/numericals-on-balancing-of-rotating-and-reciprocating-masses/

   
   
   

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