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Course Prefix: PHY   Course #: 301   Keywords: null  
  • PHY 301LEC Intermediate Mechanics I
    Lecture

    Vectors, Newtonian mechanics: rectilinear motion of a particle, general motion of a particle in three dimensions, oscillations, Hamilton's variational principle: derivation of Lagrange's equations and Hamilton's equations with simple applications , equivalence to Newtonian dynamics, forces of constraint and the Lagrange multiplier method, generalized forces, noninertial reference systems, gravitation and central forces.

    Credits: 3
    Grading: Graded (GRD)
    Typically Offered: Fall
    Requisites: Pre-Requisite: (PHY 107 or PHY 117) and MTH 306.
  • PHY 301LEC Intermediate Mechanics I
    Lecture

    Vectors, Newtonian mechanics: rectilinear motion of a particle, general motion of a particle in three dimensions, oscillations, Hamilton's variational principle: derivation of Lagrange's equations and Hamilton's equations with simple applications , equivalence to Newtonian dynamics, forces of constraint and the Lagrange multiplier method, generalized forces, noninertial reference systems, gravitation and central forces.

    Credits: 3
    Grading: Graded (GRD)
    Typically Offered: Fall
    Requisites: Pre-Requisite: (PHY 107 or PHY 117) and MTH 306.
  • PHY 301LEC Intermediate Mechanics I
    Lecture

    Vectors, Newtonian mechanics: rectilinear motion of a particle, general motion of a particle in three dimensions, oscillations, Hamilton's variational principle: derivation of Lagrange's equations and Hamilton's equations with simple applications , equivalence to Newtonian dynamics, forces of constraint and the Lagrange multiplier method, generalized forces, noninertial reference systems, gravitation and central forces.

    Credits: 3
    Grading: Graded (GRD)
    Typically Offered: Fall
    Requisites: Pre-Requisite: (PHY 107 or PHY 117) and MTH 306.
  • PHY 301LEC Intermediate Mechanics I
    Lecture

    Vectors, Newtonian mechanics: rectilinear motion of a particle, general motion of a particle in three dimensions, oscillations, Hamilton's variational principle: derivation of Lagrange's equations and Hamilton's equations with simple applications , equivalence to Newtonian dynamics, forces of constraint and the Lagrange multiplier method, generalized forces, noninertial reference systems, gravitation and central forces.

    Credits: 3
    Grading: Graded (GRD)
    Typically Offered: Fall
    Requisites: Pre-Requisite: (PHY 107 or PHY 117) and MTH 306.
 
Published: May 07, 2021 11:28:17