PHY 360 — MATHEMATICS FOR PHYSICS VI
BSc BSc Meteorology and Climate Science · Kwame Nkrumah University of Science and Technology
Definition and historical background. Basic algebra and geometry of complex numbers. Definition. Transcendental functions; Euler’s formula and its applications. Complex conjugation of FCV. De Moivre’s theorem and calculation of roots. Trigonometric, hyperbolic and logarithmetric functions. Differentiability and analyticity of FCV. The Cauchy-Riemann relations. Integration of FCV. Cauchy’s integral theorem and integral formulae. Power series expansions for analytic functions: Taylor and Laurent expansions. Zeroes and isolated singularities of FCV. Cauchy’s residue theorem and its application to the evaluation of integrals: contour integration. Improper integrals. Conformal mapping by analytical functions.
- Credits
- 3
- Level
- Level 300
Other courses on this programme
- GEOG 360 — CLIMATOLOGY AND BIOGEOGRAPHY II
- MATH 375 — NUMERICAL METHODS AND COMPUTATION II
- MET 353 — SATELLITE AND RADAR METEOROLOGY I
- MET 354 — SATELLITE AND RADAR METEOROLOGY II
- MET 355 — ATMOSPHERIC AND OCEAN DYNAMICS
- MET 356 — SYNOPTIC ANALYSIS AND NOWCASTING
- MET 357 — ATMOSPHERIC PHYSICS I
- MET 358 — ATMOSPHERIC PHYSICS II
- MET 359 — ATMOSPHERIC SCIENCE FIELD WORK
- MET 360 — ATMOSPHERE AND OCEAN CLIMATE PROCESSES
- MET 361 — TROPICAL METEOROLOGY
- MET 362 — ATMOSPHERIC CHEMISTRY
Practising PHY 360 with Questora
Upload your own slides, notes and past papers for PHY 360 and Questora builds mock exams, practice questions and a revision plan from them.
Start freeCourse details from Courses for BSc. Meteorology and Climate Science - Physics.