Forces and Elasticity 4 Force-extension graphs

GCSE Combined Science and Physics (9 - 1) Forces and Elasticity: Analysing the Force-extension graphs for the extension of a spring required practical. This is lesso
GCSE Combined Science and Physics (9 - 1) Forces and Elasticity: Analysing the Force-extension graphs for the extension of a spring required practical. This is lesson 4 of 4 for this section of the GCSE specifications with 3 PowerPoint presentations and 2 supporting student worksheets. The lesson includes: Starter activity: Multiple choice questions to check understanding of the terms independent variable, dependent variable and control variable for this investigation. Discussion of the Force against extension graphs for the extension of a spring investigation including key terms, calculating gradient and area under the graph. Discussion and calculations of Elastic Potential Energy for the spring. Practical instructions to calculate the elastic potential energy of an extended spring. Plenary question to check students understanding of the use of formulae with a F-e graph. Additional PowerPoint presentations To support students in rearranging the formulae in this topic a presentation using formula triangles is included. These slides can be used as they are or fitted into the most appropriate part of the lesson(s) for the topic. A summary PowerPoint presentation includes an outline all the information students need to know for this part of the topic. This can be used for revision or printed out as a student handout. Student Worksheets Student practical worksheet matching the PowerPoint presentation information. Elastic Potential Energy worksheet, including answers, to check student understanding of the formula.

Finding elastic limit from a force extension graph - The Student Room

GCSE Physics Forces and Elasticity Bundle

Forces and elasticity

Forces and Elasticity 4 Force-extension graphs

Load-extension graph of the fabric.

The load per unit extension of an extension load graph is the inverse of the gradient of the graph up to the limit of proportionality. Can anyone explain this? - Quora

Hooke's Law Analysis – Course Work Lectures

Topic 1 - Forces and Motion.pptx

3.7.3 Force-Extension Graphs, OCR A Level Physics Revision Notes 2017

condensed matter - Why the elastic limit of solid corresponds to a larger strain/extension than the limit of proportionality? - Physics Stack Exchange