Beam Deflection Shorts

Description: A diagram illustrating beam deflection under uniform load. The top shows a straight beam with a distributed downward load and supports. The bottom depicts the deflected beam shape with the formula 'M = wL^2/8' shown below.

Description: A schematic representation of a beam under load, depicted in white against a black background. The diagram illustrates a beam supported at both ends with triangular supports, showing its initial straight state above and its deflected curve below. Vertical lines indicate points of load or support.

Description: A technical diagram shows two beams supported at their ends. The top beam is straight and subjected to a uniformly distributed load labeled 'W kN/m' over a length 'L (m)'. The bottom beam depicts deflected shape under load with indicated length 'L (m)' and a formula 'M=wL^2/8' at the bottom right.

Description: A white line drawing on a black background showing a simply supported beam under uniform load 'W kN/m' and its deflected shape. The beam has reactions 'RA' and 'RB' indicated. A length scale 'L (m)' is shown. The bending moment formula 'M = wL²/8' is displayed twice.

Description: A diagram illustrating a simple beam with support structures at each end. The top portion shows the beam in its initial state with load designation 'W kN/m' and length 'L (m)'. Below, the beam is depicted in a deflected state. The equation 'M = WL^2/8' is shown, followed by the text 'Simple Beam'.

Description: A diagram showing a simple beam with uniformly distributed load 'W kN/m' over length 'L (m)'. Below, a formula 'M = wL^2/8' is presented alongside a representation of the beam's deflection curve under load.

Description: A monochrome schematic depicting a simple beam under uniform load. The top section shows a beam supported at both ends with arrows indicating a downward load and text 'W kN/m'. Below, the beam length is labeled 'L (m)'. The lower section illustrates the deflected shape with the formula 'M = WL^2 / 8'. The text 'Simple Beam' is at the bottom.

Description: A diagram illustrating a simple beam under a uniformly distributed load 'w kN/m' over a length 'L'. It shows the beam's structure, supports, and the resulting bending moment formula 'M = wL^2 / 8' with a deflection curve. The text 'Simple Beam' is at the bottom.

Description: A schematic shows a horizontal beam supported by a pin at the left and a roller at the right. The top diagram indicates a uniform load 'W kN/m' and length 'L (m)'. The bottom diagram shows the beam deflecting under load with the formula 'M = WL^2/8' displayed.

Description: A technical diagram illustrating a simple beam under a uniformly distributed load 'W kN/m' across its length 'L (m)'. Below, a diagram shows the deflection curves and bending moment distribution, with the equation M = wL^2/8 presented. The base text states 'Simple Beam'.

Description: A technical diagram illustrating simple beam analysis. It shows a beam under a uniform distributed load with reaction forces labeled 'R'. The diagram includes dimensions L/2 and L (m) and formulas for maximum deflection (delta max), maximum moment (M), and maximum shear (V). The style is clear and schematic.

Description: A white line diagram on a black background displays a beam supported at both ends with arrows indicating a uniformly distributed load labeled 'W kN/m'. Below is a deflection curve and the bending moment formula 'M = wL²/8'. The beam length is indicated as 'L (m)'.