Strong Inequality Hydrodynamics: Flat Cylinder in Water

In summary: Map) { } uint32 m_auiEncounters[MAX_ENCOUNTER]; uint64 uiCommanderSpringvale; void Initialize() { memset(&m_auiEncounters, 0, sizeof(m_auiEncounters)); } void OnCreatureKill(Creature* pVictim) { switch(pVictim->GetEntry()) { case NPC_COMMANDER_SPRINGVALE: m_auiEncounters[0] = 1; break; case NPC_BARON_ASHBURY: m_auiEncounters[1] = 1; break; case NPC_BARON_SILVERLAINE: m_auiEncounters[2] =
  • #1
zaevin
1
0
Homework Statement
So, there's a flat cylinder with radius R and Height H fully submerged in water rn. it's denser than water and its distance from its base to the bottom of the tank is h. I gotta calculate the time taken to sink to the bottom, and gotta ignore viscosity so no drag force or turbulence. BUT, what's bugging me is this inequality-
Relevant Equations
10rho_cylinder h<< rho_water R
20221128_111257.jpg
 
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  • #2
/* * Copyright (C) 2011-2012 DarkCore <http://www.darkpeninsula.eu/> * Copyright (C) 2011-2012 Project SkyFire <http://www.projectskyfire.org/> * Copyright (C) 2008-2012 TrinityCore <http://www.trinitycore.org/> * Copyright (C) 2005-2012 MaNGOS <http://getmangos.com/> * This program is free software; you can redistribute it and/or modify it * under the terms of the GNU General Public License as published by the * Free Software Foundation; either version 3 of the License, or (at your * option) any later version. * * This program is distributed in the hope that it will be useful, but WITHOUT * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or * FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for * more details. * * You should have received a copy of the GNU General Public License along * with this program. If not, see <http://www.gnu.org/licenses/>. *//* ScriptDataSDName: Instance_Shadowfang_KeepSD%Complete: 90SDComment:SDCategory: Shadowfang KeepEndScriptData */#include "ScriptPCH.h"#include "shadowfang_keep.h"#define MAX_ENCOUNTER 4/* Shadowfang Keep encounters:0 - Commander Springvale1 - Baron Ashbury2 - Baron Silverlaine3 - Commander Grimburg*/class instance_shadowfang_keep : public InstanceMapScript{public: instance_shadowfang_keep() : InstanceMapScript("instance_shadowfang_keep", 33) { } InstanceScript* GetInstanceScript(InstanceMap* pMap) const { return new instance_shadowfang_keep_InstanceMapScript(pMap); } struct instance_shadowfang_keep_InstanceMapScript : public InstanceScript { instance_shadowfang_keep_InstanceMapScript(Map* pMap) : InstanceScript(p
 

FAQ: Strong Inequality Hydrodynamics: Flat Cylinder in Water

What is Strong Inequality Hydrodynamics?

Strong Inequality Hydrodynamics is a branch of fluid dynamics that focuses on the study of fluid flow around objects with sharp edges or corners, such as a flat cylinder in water. It takes into account the effects of viscosity and surface tension, which are often neglected in traditional fluid dynamics models.

How does Strong Inequality Hydrodynamics differ from traditional fluid dynamics?

Traditional fluid dynamics assumes that the fluid is continuous and the flow is smooth, while Strong Inequality Hydrodynamics considers the effects of sharp edges and corners on the flow. It also takes into account the effects of viscosity and surface tension, which can have a significant impact on the flow behavior.

What is the significance of studying Strong Inequality Hydrodynamics?

Studying Strong Inequality Hydrodynamics can help us better understand the complex fluid flow patterns around objects with sharp edges or corners. This knowledge has practical applications in fields such as marine engineering, aerodynamics, and microfluidics. It can also provide insights into natural phenomena, such as the flow of blood in the human body.

What is the role of the flat cylinder in water in Strong Inequality Hydrodynamics?

The flat cylinder in water is a commonly used model in Strong Inequality Hydrodynamics studies. It allows researchers to observe and analyze the effects of sharp edges and corners on fluid flow in a controlled and repeatable manner. The findings from these studies can then be applied to other objects with similar geometries.

Are there any limitations to Strong Inequality Hydrodynamics?

Like any scientific model, Strong Inequality Hydrodynamics has its limitations. It is most accurate for flows with low Reynolds numbers, which means that it may not accurately predict the behavior of fluids at high speeds or in turbulent flow. Additionally, it may not be applicable to all types of fluids, such as non-Newtonian fluids or rarefied gases.

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