Home / Expert Answers / Mechanical Engineering / an-infinitely-thin-34-flapped-plate-34-is-represented-by-two-straight-lines-the-leading-edge-is-loca-pa746

(Solved): An infinitely thin "flapped plate" is represented by two straight lines. The leading edge is located ...



An infinitely thin "flapped plate" is represented by two straight lines. The leading edge is located at x=y=0, the hinge point is located at x=0.65c,y=0.05c and the trailing edge is located at x=c,y=0. The plate is immersed in a flow with freestream velocity U_(0)cos(\alpha ) in the x-direction and U_(0)sin(\alpha ) in the y-direction. Use thin-aerofoil theory to derive an expression for the sectional lift coefficient. Calculate the zero-lift angle of attack. Finally, plot the sectional lift coefficient against angle of attack or angles between \alpha =-10\deg and 5\deg .


We have an Answer from Expert

View Expert Answer

Expert Answer


We have an Answer from Expert

Buy This Answer $5

Place Order

We Provide Services Across The Globe