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Class Notes for Mechanic.Engin. at Concordia University


CONCORDIAMECH 215Tadeusz ObuchowiczWinter

MECH 215 Lecture Notes - Lecture 1: Space Bar, Mkdir, A.Out

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Putty allows users to connect to linux machines remotely from a windows environment. To access linux machine on encs: download putty from www. portable
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CONCORDIAMECH 221NofarFall

MECH 221 Lecture Notes - Lecture 1: Materials Science, Tensile Testing, Case-Hardening

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Bragg"s law: n(lamda)=2d(hkl)sin(theta) wavelength (lamda) n will be give theta=incedent angle. X ray will give you three peaks, each peak is a speci c
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CONCORDIAMECH 215Ted ObuchowiczWinter

MECH 215 Lecture Notes - Lecture 1: Integer Literal, String Literal, Octal

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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture Notes - Lecture 2: Inertial Frame Of Reference, Fluid Mechanics, Farad

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Newtonian (or classical) mechanics presupposes that all the observations are performed within an inertial (or galilean) frame of reference. Since the f
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CONCORDIAMECH 215Brandon GordonFall

MECH 215 Lecture Notes - Lecture 5: Include Directive, Function Prototype, Global Variable

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Mech 215 assignment: write a program that swaps two given rows in a nxn matrix a. The two rows to be swapped n1 and n2 are input from the keyboard alon
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CONCORDIAMECH 321Martin PughWinter

MECH 321 Lecture 2: Lecture 2 Mamoun Medraj W2018

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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture Notes - Lecture 10: 2Gz

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CONCORDIAMECH 215Ted ObuchowiczWinter

MECH 215 Lecture Notes - Lecture 5: Local Variable, Global Variable, Function Prototype

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There is a c-based library which contains several types, and functions which are used in manipulating program time. This library contains a function ca
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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture Notes - Lecture 12: Moody Chart, Copernicus Programme, Quadratic Equation

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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture 11: 11-MINOR LOSSES N

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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture 9: 9-MOODY DIAGRAM

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CONCORDIAMECH 361George VistasWinter

MECH 361 Lecture Notes - Lecture 6: Free Surface

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Accelerating container y x x a = const u = u ( t ) up/a = up/ f + u f /a = 0 + u t( ) vp/a = vp/ f + v f /a = 0. X + c1 y( ) p x, y = - a x x + c 1 y.
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