Order the checking steps of a forward kinematic analysis for any manipulator configuration.

Identify the manipulator configuration: The first step is to understand the structure of the manipulator. This includes the number of joints, the type of joints (revolute or prismatic), and the arrangement of these joints.

Define the coordinate systems: For each joint and link in the manipulator, define a coordinate system. This is typically done using the Denavit-Hartenberg (D-H) parameters, which consist of four parameters - link length, link twist, link offset, and joint angle.

Determine the transformation matrices: Using the D-H parameters, determine the transformation matrix for each joint. This matrix describes the relationship between the coordinate systems of the adjacent links.

Compute the overall transformation matrix: Multiply the individual transformation matrices together to get the overall transformation matrix. This matrix describes the relationship between the base of the manipulator and the end effector (the tool or hand at the end of the manipulator).

Calculate the position and orientation of the end effector: Using the overall transformation matrix, calculate the position and orientation of the end effector. This is the result of the forward kinematic analysis.

Verify the results: Finally, check the results against the expected position and orientation of the end effector. If the results are not as expected, revisit the previous steps to identify and correct any errors.