Answers are grounded in this paper and cite their sources.
The inertia and drag coeffi cien ts o f cylinders and plates in simple sinusoidal c urrents are investigated. The midsection of a rectangu lar basin wi t h standing wa ves s urg ing ill it is selected as t he locale of curren ts. The cyl inde rs and plates are fi xed hori zontally a nd below t h e water surface. The average values of t he inertia and d rag coefficients over a wave cycle sh ow variations wh e n the intensity of t he current and t he s ize of th e cylinders or plates a re ch anged. These variation s, h owever, can be correlated wi t h t h e p eriod parameter Um TI D, where U m is th e maximum intensity of t he sinusoidal c urrent, T is the p eriod of t he wave a nd D is t he di am eter of t he cylinder or t he width of the plate. For t he cylinders UmTI D eq ua ling 15 is a c ri tical rond ition y ielding t he lowest va lu e of t he inertia coefficient a nd th e largest valu e of t he drag coe ffic ie11t. For t he plates t he higher values of t he drag coefficie nt are assoc iated with t he small er va. lu es of Um TI D a nd t he higher valu es of t he mass coe ffici e nt wi t h t he larger valu es of Um TI D . The variatio n of th e coefficients with t he phase of t h e wa ve is examin ed a nd the bearing of t hi s o n t he formul a for the fo rces is disc ussed. The flow patterns aro und t he cylinde rs a nd plates a re examined photographically, a nd a s uggestion is advan ced as to t he physical m eaning of the parameter Um TI D.
No takes yet. Share an insight, caveat, or question.
Keulegan et al. (1958) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: