Aerodynamics Modeling for Flexible Multi-Body Dynamics Modeling Methodology Implementation Avian Scale Flapping Wing Flyer

Author(s):  
Cornelia Altenbuchner ◽  
James E. Hubbard
2012 ◽  
Vol 09 (04) ◽  
pp. 1250029 ◽  
Author(s):  
JINGGUO WANG ◽  
YANGMIN LI

Based on the screw theory and Lie group notations, this paper presents a modeling method for a kind of wheeled humanoid robot whose upper human-like body is mounted on the top of a mobile platform with three wheels. By combining the reciprocal product of the twist and wrench with Jourdain variation principle, a general formulation method is proposed to model the whole system's dynamics that represents directly the relationship between the input and the resultant external and inertial wrench. Both the system kinematics and dynamics are derived carefully. The simulations are made to verify the proposed modeling methodology and the simulation results are also compared with the results obtained from the multi-body dynamics software.


2019 ◽  
Vol 141 ◽  
pp. 305-321 ◽  
Author(s):  
Jiao He ◽  
Xin Jin ◽  
S.Y. Xie ◽  
Le Cao ◽  
Yifan Lin ◽  
...  

Author(s):  
A. A. Barhorst ◽  
O. P. Harrison ◽  
G. D. Bachand

As the ability to manipulate materials and components at the nanoscale continues to grow, it will become increasingly critical to understand the dynamic interactions that occur among multiple components. For example, the dynamic interactions among proteins (i.e., nanoscale molecular machines) lead to complex, emergent behaviors such as photosynthesis, self-repair, and cell division. Recently, the research group at Sandia National Labs and The Center for Integrated Nanotechnologies (CINT), headed by George Bachand, has developed a molecular transport system capable of transporting and manipulating a wide range of nanoscale components. This system is based on the kinesin motor molecule and cytoskeletal filament microtubules (MTs), in which the kinesin are mounted to a substrate in an inverted fashion, and capable of binding and transporting the MTs across a surface as a molecular shuttle. In the presence of ATP, the kinesins are capable of generating ∼40 pN·nm of work, and transporting MTs along the substrate at velocities of ∼1 micro-m/sec. The MTs may also serve as a transport platform for various inorganic and biological nanoparticles. During transport, the cargo is transferred, via elastic collisions, from one MT to another or to where two MT carry a single cargo. Bending of the MT and various other elasto-dynamic phenomena such as particle ejection, MT sticking, etc are observed via fluorescence microscopy. The interaction observed by the Bachand team is not unlike the interaction of macroscale devices. The kinesin provide motivation to the MT via a hand-over-hand ratchet like motion driven by ATP hydrolysis. As the kinesin motor domains come into contact with and bind the MT, it is not inconceivable to think of this action from the framework of instantly applied constraints in a manner similar to the macroscopic action of devices coming into and out of constrained interaction. The hypothesis of our work is that the elasto-dynamic phenomenon observed can be modeled with the tools of multiple body dynamics modeling. The modeling perspective is based on the lead author’s hybrid parameter multiple body dynamics modeling methodology. This technique is a variational approach based on the projection methods of Gibbs-Appell. The constrained interaction through contact and impact are modeled with the idea of instantly applied non-holonomic constraints, where the interactions on the boundaries and in the domain of elastic continua are modeled via projections of the d’Alembert force deficit along conjugate directions generated via so called pseudo-generalized-speeds. In this paper we present motivation for our approach, the underlying modeling theory, and current results of our efforts at understanding the kinesin/MT shuttle system interaction.


Author(s):  
Ying Li ◽  
Junxian Meng ◽  
Qi Li

The intelligent sports analysis of a soccer ball requires accurately simulating its motion and finding the best design parameters (position and orientation) to kick the ball.  An optimization method is proposed to plan, evaluate, and optimize the traveling trajectory of a soccer ball. The theoretical studies go through the multi-body dynamics modeling, dynamic simulation, and optimal objective modeling Based on Newton second law and Hooke’s law, the motion of a soccer ball is established as the time-dependent ordinary differential equations (ODEs). The expected target is expressed as a function of all design parameters. An example is used to simulate a soccer ball shooting a goal. The result of optimization design has given the most optimal combination of the design parameters, which involve theinitial velocity,initial projectile angle, andinitial orientation angle. This research provides a useful method in predicting the trajectory and adjusting the design parameters for the optimization design of a soccer ball motion.


2014 ◽  
Vol 490-491 ◽  
pp. 858-862
Author(s):  
Tian Ze Shi ◽  
Deng Feng Wang ◽  
You Kun Zhang ◽  
Hong Liang Dong

A rigid-elastic coupling multi-body dynamic model of a car was established. The controllability and stability including constant cornering, steering returnability and steering effort performances are analyzed. Results show that there is still a feasibility to enhance the understeer. By optimizing the suspension parameters using DOE method, the characteristic of understeer was improved. Simulation analysis indicated that the characteristics of steering effort and steering returnability were not affected due to change of suspension parameters.


Sign in / Sign up

Export Citation Format

Share Document