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#1
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What is more aerodynamic: Wide flared fenders or a wider body?
Let's suppose you are designing a supercar with a narrow cabin and a wide track.
What would be more aerodynamic? A. To have a narrow body with the wheels being covered by wide fender flares. Maybe somewhat streamlined fender flares. B. To have a wider body covering the wheels. |
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#2
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Just to let you know, instead of starting multiple threads, there is a thread where you can ask all these questions.
The Technical Questions Thread - Page 81 - Ultimatecarpage.com forums |
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#3
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Quote:
__________________
Chief of Secret Police and CFO - Brotherhood of Jelly No Mr. Craig, I expect you to die! On the inside. Of heartbreak. You emo bitch |
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#4
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check out the box fish, you dont need a tear drop shape to have low drag
http://en.wikipedia.org/wiki/Mercedes-Benz_Bionic a good modern example of shape optimization is the 2012 Nissan GTR. basically looks exactly the same as the 2011 model |
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#5
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coefficient of drag = cross sectional area
__________________
Gone: 09 Ducati Monster 696 09 Audi Q5 3.2 03 Infiniti G35 Sedan 07 Honda Civic Coupe LX 5spd Current: 10 BMW 335d 12 Audi Q5 2.0t 10 VW Jetta TDI 11 Ducati Monster 796 |
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#6
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Quote:
I don't understand how flares can provide LESS change in cross section area. If you get a narrow body and wide flares the difference in area would be larger than a wide body which has more or less a constant area. |
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#7
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It may be achieved both fendered or by complete coverage of the wheels (flares or not) but there are many other calculations required. To wit: CD = Coefficient of Drag is a reflection of the aerodynamic efficiency of the shape CL = Coefficient of Lift CS = Coefficient of Side Force q = Dynamic Pressure in the Test Section r = Mass Density of Air A = Frontal Area of Vehicle V = Velocity Which brings us to an example of the required energy to propel an object to designed terminal velocity: HP = (DV)/550 = (CDqAV)/550 = (CDA 1/2 r V2)V / 550 = (CDA 1/2 rV3)/ 550 Wherein D = Drag Force CD = Coefficient of Drag is a reflection of the aerodynamic efficiency of the shape V = Velocity q = Dynamic Pressure in the Test Section A = Frontal Area of Vehicle r = Mass Density of Air Aerodynamic Drag: CD: Coefficient of Drag Invariant with velocity unless there is Reynolds Number sensitivity. The lower the CD the more efficient the shape is to the air. With a reference frontal area of 21 ft2, a production car will have a CD around the 0.340 range CDA: Coefficient of Drag Area Coefficient of Drag x Area: CD x A Reynolds Number: the ratio of inertial forces (vsρ) to viscous forces (μ/L) and consequently it quantifies the relative importance of these two types of forces for given flow conditions. Dynamic Pressure: (PSF) A2 measures the test section speed in q which is the dynamic pressure. q = ½ r V2 Flow Rate: (ft3/minute) CFM = Area (ft2) x Speed (ft/min) Source: APPENDIX
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"If you analyse the function of an object, its form often becomes obvious." - F.A. Porsche Last edited by csl177; 12-26-2011 at 08:40 PM. Reason: added source |
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#8
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If, however, you have an open cockpit car eg Lotus 7, Sprite, etc running no windscreen, or only a tiny air deflector then the cockpit has no additional cross sectional area and you would be generally better off going for the wider body. General rules of thumb only, you must measure to make sure! That is why I quoted Eggnog.
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Chief of Secret Police and CFO - Brotherhood of Jelly No Mr. Craig, I expect you to die! On the inside. Of heartbreak. You emo bitch |
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