**1.**The footing or mat is infinitely rigid, and therefore, the deflection of the footing or mat does not influence the pressure distribution,

**2.**The soil pressure is distributed in a straight line or a plane surface such that the centroid of the soil pressure coincides with the line of action of the resultant force of all the loads acting on the foundation.

**Design of Combined Footings**Two or more columns in a row joined together by a stiff continuous footing form a combined footing as shown in

**Fig. 14.3a**. The procedure of design for a combined footing is as follows:

**1.**Determine the total column loads ∑Q = Q1 + Q2 + Q3 + ... and location of the line of action of the resultant ∑Q. If any column is subjected to bending moment, the effect of the moment should be taken into account.

**2.**Determine the pressure distribution q per lineal length of footing.

**3.**Determine the width, B, of the footing.

**4.**Draw the shear diagram along the length of the footing. By definition, the shear at any section along the beam is equal to the summation of all vertical forces to the left or right of the section. For example, the shear at a section immediately to the left of Q1 is equal to the area abed, and immediately to the right of Q1 is equal to (abcd - Q1) as shown in

**Fig. 14.3a**.

**5.**Draw the moment diagram along the length of the footing. By definition the bending moment at any section is equal to the summation of moment due to all the forces and reaction to the left (or right) of the section. It is also equal to the area under the shear diagram to the left (or right) of the section.

**6.**Design the footing as a continuous beam to resist the shear and moment.

**7.**Design the footing for transverse bending in the same manner as for spread footings.

**Figure 14.3**Combined or trapezoidal footing design

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