國立高雄師範大學物理學系教學綱要
普通物理學
_____________ 任課老師：周建和 (6學分，開授學期：物一上、下)
_____________ 簡介：物理與測量；ㄧ維運動；向量；二維運動；運動定律；圓周運動等應用；功與動能；位能與守恆；動量與碰撞；剛體固定軸旋轉；滾動與轉動；平衡與彈性；振動；重力定律；流體力學；力學波動；波動；聲波；重疊原理與駐波；溫度；熱與第一定律；氣體動力論；熱機墒第二定律；電場；高斯定律；電位；電容與介電質；電流與電阻；直流電路；磁場；磁場的來源；法拉第定律；自感；交流電路；電磁波；光的性質；幾何光學；光波的干涉；繞射與偏光；特殊相對論；量子力學概論；量子力學；原子物理；分子與固體；原子核結構；原子核分裂融合；粒子物理與宇宙學。
普通物理學實驗
_____________ 任課老師：郭榮升 (2學分，開授學期：物一上、下)
_____________ 簡介：計算器使用及基本數據處理；基本測量；直線運動；滾動球的線速度；向心力；簡諧運動；楊氏係數；駐波；虛擬實驗；基本電學儀器操作；比熱測定；整流電路；載流導線；平板電容；介質折射；望遠鏡；繞射干涉；光電效應。
基礎物理數學(一)、(二)
_____________ 任課老師：張翠文 (4學分，開授學期：物一上、下)
_____________ 簡介：Ordinary Differential Equations: First-order and Second-order Differential Equations, Series Solutions, Special Functions; Laplace Transforms; Fourier Analysis and Partial Differential Equations.
電子計算機概論
_____________ 任課老師：陳世澤 (3學分，開授學期：物一上)
_____________ 簡介：電腦基本概念；網際網路與全球資訊網簡介；介紹文書處理、試算表與簡報軟體；影像處理製作；多媒體動畫製作；網頁製作。
程式語言
_____________ 任課老師：陳世澤 (3學分，開授學期：物一下)
_____________ 簡介：c++語言的基本概念；資料型態與表示式；程式流程、迴圈結構控制；陣列與指標；函數與函數庫：常微分方程式的數值解；物件導向基本概念； Easy Java Simulation介紹；簡諧運動與波的動畫模擬。
電磁學
_____________ 任課老師：何明宗 (6學分，開授學期：物二上、下)
_____________ 簡介：靜電學的基本現象；靜電場與導體；靜電場與介質；穩恆電流；靜磁場；電與磁之聯繫；電磁感應；交流電路；電磁波。
物理數學
_____________ 任課老師：柯景元 (6學分，開授學期：物二上、下)
_____________ 簡介：Vector Differential Calculus; Vector Integral Calculus; First-order Differential Equations; Linear Differential Equations of Higher Order; Differential Equations with Variable Coefficients; Laplace Transform; Systems of Linear Differential Equations; Fourier Series; Boundary-Value Problems; Integral Transform Method; Complex Integration; Potential Theory; Calculus of Variations; Probability Theory; Mathematical Statistics.
力學
_____________ 任課老師：黃建文 (6學分，開授學期：物二上、下)
_____________ 簡介：Vector Analysis; Matrix; Scalar; Vector; Gradient; Integration of Vector; Newtonian Mechanics; Newton’s Laws; Frames of Reference; Equation of Motion; Conservation; Energy; Limitations; Oscillation; S.H.O.; Phase Diagrams; Damped Oscillations; Driving Forces; Fourier Series; Response to Impulsive; Gravition; Potential; Lines of Force; Ocean Tides; Calculus of Variations; Euler’s Equation – 1st and 2nd forms; Functions with Several Variables; Auxiliary Conditions; Delta Function; Hamilton’s Principle; Generalized Coordinates; Lagrangian Equations; Lagrange’s and Newton’s Equations; Conservation Theorems Revisted; Canonical Equation of Motion; Phase Space and Virial Theorem; Central-Force Motion:; Reduced Mass; First Integrals; Orbits in Central Field; Kepler’s Problem; Apsidal Angles; Precession; Dynamics of System: Center of Mass, Linear Momentum; Energy of System; Elastic Collisions; Inelastic Collisions Scattering Cross Section; Rutherford Scattering; Nonintertial Reference Frame: Rotating Coordinate Systems; Coriolis Forces; Dynamics of Rigid Bodies: Simple Planar Motion, Inertia Tensor; Eulerian Angles; Euler’s Equations for Rigid Body; Symmetric Top.