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ENEM14015 - Dynamic System Modelling and Control | Assignment

10 Pages1212 Words245 Views
   

Central Queensland University

   

Dynamic System Modelling and Control (ENEM14015)

   

Added on  2020-03-01

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ENEM14015 - Dynamic System Modelling and Control | Assignment, The several advantages of the motorbike include safety and comfortability. The vibration response and DOF control the system of dynamics. The motorbike schematic diagram describes the motorbike's performance. The throttle is the input that is given to the bike. After that, the engine will start and enhance the performance. One of the power transmissions is the torque converter.

ENEM14015 - Dynamic System Modelling and Control | Assignment

   

Central Queensland University

   

Dynamic System Modelling and Control (ENEM14015)

   Added on 2020-03-01

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Dynamic System Modelling and Control
ENEM14015 - Dynamic System Modelling and Control | Assignment_1
1.IntroductionSeveral parameters has been controlled the motorbike model development. It has several criteria. . The simple motorbike implementation associated with 1DOF and vibration analysis is the major aim of this project. By using Matlab, the motorbike has been implemented. It can be utilized in all the developments. The several advantages of the motorbike includes safety and comfort ability. The vibration response and DOF controls the system of dynamic.2.System of motorbike analysis Fig 1: motorbike schematic diagramThe motorbike schematic diagram describes the motorbike performance. The throttle is the input which is given to bike. After that the engine will start and enhance the performance. One of the power transmission is the torque converter. Mph is the output. The output changes with respect to speed (DiStefano, Stubberud and Williams, 2014).
ENEM14015 - Dynamic System Modelling and Control | Assignment_2
3.1 DOFIt explains the single independent function (co-ordinate). Fig 2: SDOF in vertical positionThe figure explains the 1 DOF vertical position.. Based on the figure, to calculate the derivations of single degree freedom.F=m*a4.Laplace Transform of SDOF:The Laplace Transform is the method for solving the differential equation and it converts the time domain equation into algebraic equation which interms of complex variables.Modelling equation :----------(1)The above equation is the Single Degree of Freedom (SDOF).5.Transfer Function of SDOF:The transfer function is defined as the ratio of output X(S) to the input F(S).G(S)=X(S)/F(S)
ENEM14015 - Dynamic System Modelling and Control | Assignment_3

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