[quote name='vandorpen' date='Mar 21 2013, 11:13' post='6183833']
In order to make the Nordkurve as closely to the original as possible in the 3D software, I did a lot of online research and collected 150+ images (both color and b/w) from a lot of angles. There's only one thing I'm still looking for, and that's
technical drawings and/or measurements of the Nordkurve. Considering the wealth of information on this message board, I'm hoping that someone could provide me some useful information. Would be very grateful for any help!
Here are my suggestions:
1. LOCATE THE ARCHITECT'S DRAWING - I have found that I get the most and best results when researching a German topic when I search using the appropriate German words using www.Google.de - so use Google Translate to provide the German for say, "AVUS bank angle" or "AVUS circuit construction drawings" and search for those words on Google's German Search Engine. Clearly, the responses will be in German but turning ON Google's Automatic Translation service is a great help. You'll need to install the Google Toolbar to access this tool.
2. CALCULATE THE BANK ANGLE YOURSELF - It is not difficult. Once you know the radius of a turn, the coefficient of friction between the tyres and the road surface and the approximate speed that will be used around that curve you can enter these into standard formulae to give you the banking angle for neutral steering. In other words the angle where the resultant centrifugal forces no longer tend to make the vehicle steer a wider or narrower course. This is the banking angle at which a driver can let go the steering wheel without the car careering up or down the bank. Once you have this angle, I would guess this would be the tangential angle at the centre of the track width. For example, the track will get steeper on the outside and shallower on the inside. Thus, the banking angle provides a range of 'neutral' steering angles to suit a range of car speeds. Here is a link to a PDF providing the basic formulae:
Bank Angle Formulae
3. USE AN ON-LINE CALCULATOR - If this calculation method phases you, there is at least one ready-made on-line calculator where you can enter the variables and it comes up with the 'maximum' speed at any coefficient of friction and banking angle you input. It is here:
Banked Circuit Speed Calculator. Enter the bend radius (in metres or feet); the static coefficient of friction between concrete and rubber (somewhere between 0.6 and 0.85 - I suggest using 0.75) and it calculates the speed. So if you know the speed at which you want to negoiate the curve, keep entering different bank angles until that speed results and then note down the Bank Angle. I imagine that the radius of the AVUS curve varies throughout the curve so you will need to measure the radius at regular intervals and input each radius to calculate the bank angle to allow the same vehicle speed at each interval. Hopefully this will result in a smooth change of bank angle for a given fixed speed.
Good luck.
Finally, I expect you've seen this but I was extremely surprised by what I found here about the AVUS and in particular, the method used to indicate its pure scale!
AVUS Graphic
Edited by Sergio, 25 March 2013 - 18:49.