DC circuit analysis

Click on each circuit below to views its .m4cm source code

Circuit macros was specifically developed to “draw” circuit diagrams. Using it to do just that is an absolute plessure. See the below sections for examples on:

Simple series and parallel resistive circuits

If the source current of vsv_s is know, solve for RxR_x

With ixi_x known, use current division to determine vR3v_{R_3}

With 5 A flowing through R4R_4, solve for vxv_x

Find the current value ii and voltage value vv.

Find the current values fori1 i_1 andi2 i_2

Nodal analysis

Use nodal analysis to find the voltage values vav_a and vbv_b, and then use this to find the current value,iR3 i_{R_3}.

Use nodal analysis to solve for vav_a and vb.v_b.

Use nodal analysis to solve for vav_a and vb.v_b.

Use nodal analysis to solve for v1v_1, v2v_2 and v3v_3, and use these values to solve for IqI_q

Mesh analysis

Use mesh analysis to solve the mesh currents,ia i_a, ibi_b and ici_c.

Use mesh analysis to solve the mesh currents, i1i_1, i2i_2 and i3i_3

Use mesh analysis to solve the mesh currents, i1i_1, i2i_2 and the super mesh current i3i_3

Nodal and mesh analysis

Use nodal analysis to solve node voltages v1v_1, v2 v_2 and v3v_3 and mesh analysis to solve the mesh currents, i1i_1, i2i_2 and i3i_3, and check your answers.

Use nodal analysis to solve node voltages vav_a, vb v_b and vcv_c and mesh analysis to solve the mesh currents, iai_a, ibi_b and ici_c, and check your answers.

Use nodal analysis to solve node voltages vav_a, vb v_b and vcv_c and mesh analysis to solve the mesh currents, iai_a, ibi_b and ici_c, and check your answers.

Use nodal analysis to solve node voltages v1v_1, v2 v_2 and v3v_3 and mesh analysis to solve the mesh currents, i1i_1, i2i_2, i3i_3 and i4i_4, and check your answers.

Source transformations

Use source transformations and current division to determine iq i_q.

Use source transformations to determine the Thévening equivalent circuit between terminals a and b.

Use source transformations to determine the Norton equivalent circuit between terminals a and b.

Superposition

Thévenin and Norton equivalent circuits