Full text: XVIIIth Congress (Part B4)

  
CONCLUSIONS 
In this work it was shown how to develop a 
flight simulator, based on a terrain, 
using Digital Elevation Models. It is 
necessary to decide between a fast display 
and a more realistic display of the 
results. In this case, the proper choice 
of interpolators linear for shading and 
Akima for grid refining) optimized the 
results. Thus this simple simulator can be 
run on a typical microcomputer  (IBM-PC, 
486/66, 8 Mbytes RAM) 
The realistic quality of the generated 
frames can be improved, if more 
sophisticated illumination and texture 
methods are employed, but care should be 
taken to avoid a loss in computer speed. 
It is possible to include vegetation, 
buildings, and other features. In future 
works this can be done. 
While improvements can be added, it is 
believed that the goal of having a simple 
flight simulator, based on a real terrain, 
running on a standard microcomputer was 
achieved. This software can also be used 
to the development of better flight 
simulators systems. 
5.BIBLIOGRAPHY 
Ahuja, D.V. An algorithm for generating spline like curves. 
IBM Systems Journal, Vol. 17, n? 3, pp 206-217, 1968. 
Akima, H. A new method of interpolation and smooth curve 
fitting based on local procedures. Journal of the 
Association for Computing Machinery, Vol. 17, n? 4, 
pp. 589-602, oct. 1970. 
Akima, H. Algorithm 433, Interpolation and smooth curve 
fitting based on local procedures. Communications of 
Association for Computing Machinery, Vol. 15, n? 10, 
pp. 914-918, 1972. 
Akima, H. A method of bivariate interpolation and smooth 
surface fitting based on local procedures. 
Communications of Association for Computing Machinery, 
Vol. 17, n? 1, pp. 18-20, Jan. 1974. 
Akima, H. Algorithm 474. Bivariate interpolation and 
smooth surface fitting based on local procedure. 
Communications of Association for Computing Machinery, 
Vol. 17, n? 1, pp. 26-31, Jan. 1974. 
Beatty, J.C.; Barsky, B.A. Introduction to the Use of Splines 
in Freeform Curve and Surface Design. SIGGRAPH 86 
COURSE, University of Waterloo, Ontario, Canada, 1986. 
330 p. 
Bézier, P.E. Emploi des machines à commande numérique. 
Masson et Cie., Paris, 1970 [traduzido por A.Robin Forrest 
as Numerical Control - Mathematics and Aplications, 
John Wiley & Sons, London, 1972]. 
Bézier, P.E. Mathematical and Practical Possibilities of 
UNISURF, Computer Aided Geometric Design. 
Academic Press, New York, pp 127-152, 1974. 
Foley, J.D.; et al. Computer graphics: principles and 
practice. 2.ed. USA, Addison-Wesley Publishing 
Company, Nov. 1992, 1160 p. English. 
Mortenson, M.E. Geometric modeling. John Wiley & Sons, 
New Yory, New York, 1985. 
Nery, C.; Rangel, R.R.; Dias, L.A.V. Digital Elevation 
Models Interpolated by Linear, Akima and Beta-Spline 
Methods: A Comparison. International Archives Of 
Photogrammetry and Remote Sensing, Vol. 30, Part. 4, pp. 
416-420, 1994. 
Norton, P.; Yao, P.L. Borland C++ programing for 
windows. New York, New York, Bantam Computer Books, 
1992, 746 p. English. 
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B4. Vienna 1996
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.