Magnetic flux deals with a magnetic field and the surface through which is passes. Equation 22.2 is the expression for magnetic flux where is the angle between the normal to the surface and the magnetic field direction (see figure 22.10). Sketch the situation and include an arrow that represents the normal direction to the slanted surface and label . Use geometry and trigonometry to calculate the angle . A five-sided object, whose dimensions are shown in the drawing, is placed in a uniform magnetic field. The magnetic field has a magnitude of 0.34 T and points along the positive y direction. Determine the magnetic flux through each of the five sides. 1.2m 0.30 0.40 m (a) The flux through the front triangular surface is Number (b) The flux through the back triangular surface is Number (c) The flux through the bottom surface is 0.50 m Number Units i Units (d) The flux through the 1.2 m by 0.50m surface is Number (e) The flux through the 1.2 m by 0.30 m surface is Number Units Units Units > > > >

Magnetic flux deals with a magnetic field and the surface through which is passes. Equation 22.2 is the expression for magnetic flux where is the angle between the normal to the surface and the magnetic field direction (see figure 22.10). Sketch the situation and include an arrow that represents the normal direction to the slanted surface and label . Use geometry and trigonometry to calculate the angle . A five-sided object, whose dimensions are shown in the drawing, is placed in a uniform magnetic field. The magnetic field has a magnitude of 0.34 T and points along the positive y direction. Determine the magnetic flux through each of the five sides. 1.2m 0.30 0.40 m (a) The flux through the front triangular surface is Number (b) The flux through the back triangular surface is Number (c) The flux through the bottom surface is 0.50 m Number Units i Units (d) The flux through the 1.2 m by 0.50m surface is Number (e) The flux through the 1.2 m by 0.30 m surface is Number Units Units Units > > > >