840 research outputs found
Illinois river ecosystem restoration monitoring and watershed assessment framework
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Previous issue date: 2004INHS Technical Report prepared for US Army Corps of Engineers Rock Island DistrictReport issued on: June 3, 2004Edited by: Holtrop, Ann; Final Report issued June 3, 200
Analisys of Hull Shape Art, Speed, Resistance, Power Using Holtrop Method On A Vessel With DWT 12,335 Ton
No full textA general cargo vessel carries various kinds of cargo in the form of goods. The goods transported are usually packaged goods. General cargo vessels are equipped with cargo cranes to facilitate the loading and unloading of cargo. This study aims to determine the relation between speed, resistance, and power using the Holtrop method on vessels with a DWT of 12,335 Tons. The ship was modelled using shipping software, and then validated the results with Holtrop mathematical calculations. Holtrop method for calculating tankers, general cargo, fishing vessels, tugs, passengers, containers, and frigates By using the main dimensions of the ship with Length Over All (LOA) 129.8 m, Length Between Perpendicular (LBP) 110 m, Length On Load Waterline (LWL) 112.75 m, Breadth (B) 18 m. height (H) 9 m, Draft (H) 7.2 m, Speed (V) 12.5 Knots. Tests were carried out on Maxsurf Software by calculating resistance and obtaining a graph that displays the relationship between power and speed and resistance and speed
Eerzuil voor den dapperen hopman J. M. van Kropff, met heldenëere, in het gevecht, bij de Klundert, den 5den Maart 1793 gesneuveld, na dien post gloririjk te hebben verweerd, voor het vaderland.
No full textVingerafdruk: 179308 - b1 A2 me : b2 A7 chtLammens, Pierre Philippe Constan
Monuments typographiques des Pays-Bas au quinzième siècle : collection de fac-simile d'après les originaux conservés à la bibliothèque royale de La Haye et ailleurs / publiée par J. W. Holtrop,...
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Scaling Limits of Active Particles
No full textIn this thesis, the diffusive limit of active particle motion in Rd is studied via a technique based on homogenisation. Thereafter, this study is extended to active particle motion on a Riemannian manifold. Furthermore, as an application of active particle motion, a connection is made with the Dirac equation. On the basis of this connection, a Monte Carlo method is developed to find the ground state of a Dirac equation with static potential. The core idea of this method is based on the Diffusion Monte Carlo method for the Schrödinger equation.Applied Mathematics | Applied Physic
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