Centroid, Area, Moments of Inertia, Polar Moments of Inertia, & Radius of Gyration of a General Channel

Semiconductors, medical equipment, lasers, optics and aviation and aerospace.

Major news, innovation and real-life applications for pumps and ancillary equipment.

Design, simulation, test, prototyping and high performance computing.

Towers, turbines, gearboxes; processes for shaping and finishing component parts.

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Tapered Channel


C_x	C_y	Area


Moment of Inertia about the x_c axis I_xc	Moment of Inertia about the y_c axis I_yc	Polar Moment of Inertia about the z_c axis J_zc
		= I_xc + I_yc

Radius of Gyration about the x_c axis k_xc	Radius of Gyration about the y_c axis k_yc	Radius of Gyration about the z_c axis r_zc
		r_zc² = k_xc²+k_yc²