'Normal acceleration' diaporamas de présentation

Lecture 36 Alternate (Preferred) Control Method

Lecture 36 Alternate (Preferred) Control Method. I did the magnetic suspension tracking problem by finding an auxiliary input. This is hard to do in general, and it is limited to a single problem. We can do something else, which I will introduce this evening

330 views • 24 slides

Curvature

Curvature. Unit Tangent. Curvature Vector. Curvature Formula. Example. Theorem. Proof of Orthogonality. Radius of Curvature and Principal Normal. Osculating Plane. Circle of Curvature. Example. Tangential and Normal Acceleration. Decomposition of Acceleration.

813 views • 19 slides

EQUATIONS OF MOTION: NORMAL AND TANGENTIAL COORDINATES (Section 13.5)

660 views • 19 slides

Energy and Rotalpy

Energy and Rotalpy. Where: E 1 = Energy at the inlet of the turbine [J/kg] E 2 = Energy at the inlet of the turbine [J/kg] I 1 = Rotalpy at the inlet of the turbine [J/kg] I 2 = Rotalpy at the inlet of the turbine [J/kg] g = Gravity constant [m/s 2 ] H = Head [m]

203 views • 18 slides

y 1 y 2 x 1 x 2

Y. v 1 v 2. motion path described by the particle on 2D. R 1. j = (0,1). R 2. y 1 y 2 x 1 x 2. i = (1,0). X. Using Cartesian Coordinates to Describe 2D Motion. P 1 P 2. R = x i + y j = ( x , 0) + (0, y ) = ( x , y ).

65 views • 5 slides