Department of Earth and Space Sciences, University of California, Los Angeles The unifying theme in this section is the remarkable weakness of major faults. I will consider the diverse new evidence for weakness, and the evidence for high pore pressure localized in faults as a fundamental cause. With this background one can better understand why faults remain active even after large rotations with

1、营销渠道是什么(What is the nature of marketingChannels)？ 2、公司在设计、管理、评价和修正其渠道时将面临什么决策(What decisions do companies face in designing,managing, evaluating, and modifying their channels)？ 3、渠道的动态发展趋势是什么(What trends are takingplace in channel dynamics)？ 4、如何管理渠道的冲突(How can channel conflict bemanaged)？

Musculoskeletal Dynamics Grant Schaffner

1. Kinematics of Mechanism: the study of motion without regard to forces That is about motion of the components and the basic geometry of the mechanism, and is not concerned with the forces which cause or affect the motion all the components of the mechanism are, in general considered rigid member 2. Kinetics or Dynamics of Mechanisms: the study of forces on the system in motion

The dynamics of many-particle systems is called statistical mechanics. The kinetic theory is a special aspect of the statistical mechanics of large number of particles. Suitable averages of the physical characteristics and motions of individual particles provide information about the macroscopic behavior of the system as a whole

7-1: The IS Relation in the open Economy 7-2: Equilibrium Output and the Trade Balance 7-3. Increases in Demand, Domestic or Foreign 7-4: Depreciation, the Trade Balance,and output 7-5: Looking at Dynamics: The J-Curve 7-6: Saving, Investment, and Trade Deficits

10. More on Production a. Derived Demand-Marshall's Laws b. Long Run/Short Run, LeChatelier, Dynamics C. Aggregating Supply d. Theory of the Firm, the Holdup Problem e. Agency Issues f. Application: The Coase Theorem

mu Xuu+ Xww-mg cos 000+ m(wi-qUo) Zuu+ Zww Ziw+ Zgq-mg sin+ Iyyq Muu+ Mww+ Mww+ Mq+ There is no roll/yaw motion, so=0. Control commands△x,△z,and△ MC have not yet been specified

Matrix Diagonalization Suppose a is diagonizable with independent eigenvectors use similarity transformations to diagonalize dynamics matrix

Note can develop good approximation of key aircraft motion(Phugoid) using simple balance between kinetic and potential energies. Consider an aircraft in steady, level flight with speed U and height ho. The motion is perturbed slightly so that