Civil Engineering Question

For this project option you (as an individual) will write a 4-12 page paper covering the concepts and topics since the beginning of the course! These topics include: Topics Chapters of the book Rigid body kinematics 16.1-16.3 General motion absolute and relative motion: velocity 16.4-16.5 Instantaneous centers of rotation 16.6 Relative motion analysis: acceleration 16.7 Relative motion in a rotating coordinate system 16.8 Rigid body kinetics: translation 17.2-17.3 Rigid body kinetics: Rotation about a fixed axis 17.4 General plane motion 17.5 Work and energy in rigid bodies 18.1–18.4 Conservation of energy in rigid bodies Angular Momentum of Particles 18.515.5 – 15.7 Impulse and momentum in rigid bodies 19.1-19.2 Each topic DOES NOT need its own section. For example it may be easiest to talk about curvilinear motion in one section or you may find it easier to separate curvilinear motion into two sections. Do what works best for you! The paper should be single-spaced size 12 font Times New Roman. You do not need to have a specific format for your reference section (if you use one) but you should include one if you are using outside references besides the class book. Additionally 1 example problem from the topics above should be included in the paper and explained in detail (Like we have been doing for the HW and Lecture Activities)! That is 1 example problem in total! Make sure to review the rubric before starting this assignment! The rubric refers to mastery general knowledge poor knowledge or no knowledge. For reference below is an example of these levels of knowledge/details related to the definition of the moment of a force. The moment of a force is the tendency for the force to cause rotation of a particle/rigid body about a given point in space. One of the key features here is that the moment of the force is dependent upon where we measure it from; the point in space that we calculate the moment. Mathematically we calculate the moment of the force about a point A as 𝑀𝐴=𝑟𝐴×𝐹MA=rA×F where MA is the moment of the force as a vector F is the force vector and rA is the position vector from A to any location along the line of action of the force. The above mathematical representation is in vector form and works in all situations. However sometimes the scalar form of the equation is easier to work with: 𝑀𝐴=𝑟𝐴∗𝐹∗sin(𝜃)MA=rA∗F∗sin⁡(θ) where the moment position vector are in scalar form and 𝜃θ is the angle between the position vector and force vector. (A visual drawing of this would really make this definition amazing) Mathematically we calculate the moment of the force about a point A as 𝑀𝐴=𝑟𝐴×𝐹MA=rA×F where MA is the moment of the force as a vector F is the force vector and rA is the position vector from A to any location along the line of action of the force. The above mathematical representation is in vector form and works in all situations. However sometimes the scalar form of the equation is easier to work with: 𝑀𝐴=𝑟𝐴∗𝐹∗sin(𝜃)MA=rA∗F∗sin⁡(θ) where the moment position vector are in scalar form and 𝜃θ is the angle between the position vector and force vector. Mathematically we calculate the moment of the force about a point A as 𝑀𝐴=𝑟𝐴×𝐹MA=rA×F where MA is the moment of the force as a vector F is the force vector and rA is the position vector from A to any location along the line of action of the force. This criterion is linked to a Learning OutcomeEffort Full Marks The paper is within the page limits and uses the correct font font size and spacing. Additionally if outside references besides the book are used a reference section is included with in-text citations Attempted One of the requirements for “Full Marks” was not achieved. No Marks More than one of the requirements for “Full Marks” was not achieved. 35 pts This criterion is linked to a Learning OutcomeSpan of knowledge Full Marks The paper covers the listed topics. The content of the paper demonstrates the individuals mastery of the content Good The paper covers the listed topics. The content of the paper demonstrates the individual has general knowledge of the topics Attempted The paper covers more than 50% of the listed topics but not all of them AND/OR the content of the paper demonstrates the individuals poor understanding of the content No Marks The paper covers less than 50% of the listed topics AND/OR the there is no demonstrated knowledge of the topics 35 pts This criterion is linked to a Learning OutcomeExample Problem Full Marks An Example Problem from the topics is included in the paper. The step-by-step explanation of the Example Problem demonstrates the individuals mastery of the content Good An Example Problem from the topics is included in the paper. The step-by-step explanation of the Example Problem demonstrates the individuals general knowledge of the topic Attempted An Example Problem from the topics is included in the paper. The step-by-step explanation of the Example Problem demonstrates the individuals poor understanding of the topic No Marks An Example Problem from the topics is not included in the paper AND/OR the step-by-step explanation of the Example Problem demonstrates the individual has no knowledge of the topic 30 pts Total Points: 100 Requirements: 6-8