If you need to give a business, marketing, finance, science, or any other professional presentation, the tool you are looking for is just one click away! What are Charts & Diagrams? Charts are often related to Data Visualization. The aim is to make the reading and understanding of information easier for your audience. You can use them as soon as you need to give a visual representation of data. Take your pick in our wide collection of free charts and diagrams for PowerPoint and Google Slides! More than 700 options are waiting for you! Since there is a chart for every objective and a diagram for every occasion, we have assembled a varied and extensive selection of editable and easy-to-customize charts and diagrams. Charts & Diagrams If you are looking for ready-to-go charts and diagrams, you have come to the right place.Give life to your presentations thanks to our free professional templates! You will thus be able to target your audience thanks to backgrounds specifically designed for business, finance, technology, nature, health, and medicine, to mention but a few. For instance, you will come across abstract multi-purpose templates and some more concrete and specific ones. Whether you need free slide templates for personal, educational, or professional use, you will definitely find what you’re looking for in our wide collection. Templates If you are searching for free PowerPoint templates and Google Slides themes for your presentations, you have come to the right place.Common chart types include column, bar, pie, line, bubble, gauge, radar, funnel, and Gantt charts.ĭiagrams also use visualization techniques to depict information, often featuring simplified figures or schematic illustrations to demonstrate how something functions or to highlight relationships between different components. Mastering Data Visualization with Charts & DiagramsĬharts, a key component of data visualization, graphically represent data to simplify complex information and facilitate understanding. Engage your audience and make your presentation more memorable.Visually represent data in a clear and concise way.Our vast library features over 1,198 free, editable, and easy-to-customize designs to elevate your visual data representation and engage your audience.Ĭharts and diagrams can be used to enhance any presentation, whether it’s for a business meeting, a school project, or a personal presentation. The shear and moment curves can be obtained by successive integration of the \(q(x)\) distribution, as illustrated in the following example.Discover an extensive range of ready-to-use charts and diagrams for PowerPoint and Google. Hence the value of the shear curve at any axial location along the beam is equal to the negative of the slope of the moment curve at that point, and the value of the moment curve at any point is equal to the negative of the area under the shear curve up to that point. A moment balance around the center of the increment givesĪs the increment \(dx\) is reduced to the limit, the term containing the higher-order differential \(dV\ dx\) vanishes in comparison with the others, leaving The distributed load \(q(x)\) can be taken as constant over the small interval, so the force balance is: Another way of developing this is to consider a free body balance on a small increment of length \(dx\) over which the shear and moment changes from \(V\) and \(M\) to \(V + dV\) and \(M + dM\) (see Figure 8). We have already noted in Equation 4.1.3 that the shear curve is the negative integral of the loading curve. Therefore, the distributed load \(q(x)\) is statically equivalent to a concentrated load of magnitude \(Q\) placed at the centroid of the area under the \(q(x)\) diagram.įigure 8: Relations between distributed loads and internal shear forces and bending moments. Where \(Q = \int q (\xi) d\xi\) is the area.
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