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[Other resourceSymbian_OS_2D_Game_Engine_Example_v1_0

Description: Symbian OS: 2D Game Engine Example file name: Symbian_OS_2D_Game_Engine_Example_v1_0.zip description: This C++ example application shows how to make a portable and efficient 2D game on top of Symbian OS. The application supports different display modes and screen resolutions with both portrait and landscape orientations, and provides some insight into multi-platform development. date of publication: 2005-12-12 type: Example topic: Symbian C++ Games Graphics Multi-Platform Development Nokia 7710 S60 Series 80 2nd Edition Symbian OS language: English (en) media encoding: Zip Archive (zip) compatibility: S60 1st Edition S60 2nd Edition S60 3rd Edition Series 80 2nd Edition Tested on Nokia 3230, Nokia 3650, Nokia 7650, Nokia N-Gage(TM), Nokia N-Gage(TM) QD, Nokia 6600, Nokia 6670, Nokia 7610, Nokia 6630, Nokia 6680, Nokia N71, Nokia N90, Nokia E61, Nokia E70, Panasonic X700, Sendo X, Nokia 9300, Nokia 9500, Nokia 7710 -Symbian OS : 2D Game Engine Example file name : Symbian_OS_2D_Game_Engine_Example_v1_0.z ip description : This application C example shows how to make a po RTABLE and efficient 2D game on top of the Symbian OS . The application supports different display m Odes and screen resolutions with both portrait and landscape orientations. and provides some insight into multi-platform development. date of publication : 2005-12-12 type : Example topic : Symbian C Games Graphics Multi-Platform Devel Doping S60 Nokia 7710 Series 80 2nd Edition Symbian ian OS language : English (en) media encoding : Zip Archive (zip) compatibility : 1st Edition S60 S60 2nd Edition S60 3rd Edition S eries 80 2nd Edition Tested on the Nokia 3230, the Nokia 3650, Nokia 7650, Nokia N-Gage (TM), Nokia N-Gage (TM) QD, Nokia 6
Platform: | Size: 1076531 | Author: 南天箭 | Hits:

[Other resourcenso

Description: 对二维粘性不可压N-S方程求解,生成O型网格-right 2D viscous incompressible Navier-Stokes equations are solved, Generation O Grid
Platform: | Size: 4106 | Author: 黄科峰 | Hits:

[Game EngineSymbian_OS_2D_Game_Engine_Example_v1_0

Description: Symbian OS: 2D Game Engine Example file name: Symbian_OS_2D_Game_Engine_Example_v1_0.zip description: This C++ example application shows how to make a portable and efficient 2D game on top of Symbian OS. The application supports different display modes and screen resolutions with both portrait and landscape orientations, and provides some insight into multi-platform development. date of publication: 2005-12-12 type: Example topic: Symbian C++ Games Graphics Multi-Platform Development Nokia 7710 S60 Series 80 2nd Edition Symbian OS language: English (en) media encoding: Zip Archive (zip) compatibility: S60 1st Edition S60 2nd Edition S60 3rd Edition Series 80 2nd Edition Tested on Nokia 3230, Nokia 3650, Nokia 7650, Nokia N-Gage(TM), Nokia N-Gage(TM) QD, Nokia 6600, Nokia 6670, Nokia 7610, Nokia 6630, Nokia 6680, Nokia N71, Nokia N90, Nokia E61, Nokia E70, Panasonic X700, Sendo X, Nokia 9300, Nokia 9500, Nokia 7710 -Symbian OS : 2D Game Engine Example file name : Symbian_OS_2D_Game_Engine_Example_v1_0.z ip description : This application C example shows how to make a po RTABLE and efficient 2D game on top of the Symbian OS . The application supports different display m Odes and screen resolutions with both portrait and landscape orientations. and provides some insight into multi-platform development. date of publication : 2005-12-12 type : Example topic : Symbian C Games Graphics Multi-Platform Devel Doping S60 Nokia 7710 Series 80 2nd Edition Symbian ian OS language : English (en) media encoding : Zip Archive (zip) compatibility : 1st Edition S60 S60 2nd Edition S60 3rd Edition S eries 80 2nd Edition Tested on the Nokia 3230, the Nokia 3650, Nokia 7650, Nokia N-Gage (TM), Nokia N-Gage (TM) QD, Nokia 6
Platform: | Size: 1076224 | Author: | Hits:

[Algorithmnso

Description: 对二维粘性不可压N-S方程求解,生成O型网格-right 2D viscous incompressible Navier-Stokes equations are solved, Generation O Grid
Platform: | Size: 4096 | Author: 黄科峰 | Hits:

[source in ebookflow3

Description: 使用f90格式,使用限元法求解二维稳态的不可压缩N-S方程。里面有文件说明用法。-a program which uses the finite element method to solve the steady incompressible Navier Stokes equations in 2D
Platform: | Size: 113664 | Author: maxwang | Hits:

[AlgorithmLUsubs

Description: N-S方程算法内容,绘制网格,是自己编程用,不用商品软件,2D版-NS equation algorithm content, draw grid, programming their own use, not commercial software, 2D version of
Platform: | Size: 1024 | Author: 薛永飞 | Hits:

[Algorithmsmvp

Description: N-S方程算法内容,网格读取函数,是自己编程用,不用商品软件,2D版-NS equation algorithm content, grid read function, programming their own use, not commercial software, 2D version of
Platform: | Size: 1024 | Author: 薛永飞 | Hits:

[Otherflow7

Description: 有限元求解2维n-s方程 The program is executable. To solve a particular problem, you need to include routines that define the shape of the region and the boundary conditions. Problems that are already written up include - finite element method to solve the steady incompressible Navier Stokes equations in a 2D region for velocity and pressure.
Platform: | Size: 32768 | Author: wangguobin14 | Hits:

[matlabmirt2D_mexinterp

Description: interpolates平面图像Z坐标点与习近平,易。 Z是假定被定义在定期间隔1点:1:M,N,N][M,地方=大小(Z)。 如果兮,易建联价值观是图像边界,把外面的NaNs在《紫。 Matlab函数是相似的土著 INTERP2字(Z =、烯、彝族、“线性”、南), 但多的主人。如果Z是矢量阵二维图像三维价值),然后反复讨论,interpolates:Z(:1)、Z(,,)、2)::::Z(,,,3),. .等。这部作品对每个图像interpolate速度比独立,例如 字,(1)::,Z(= INTERP2(1):、:、、烯,易建联) 字,(2):= INTERP2:,(Z(::,2),习近平,易建联) 字,(3)::,Z(= INTERP2,(3)::、、烯,易建联) 额外的速度增益系数从precomputation插值的,这是相同的所有图像。一套图像插值是有用的,如用于图像配准的,当一个人必须interpolate形象和梯度矢量价值或如RGB图像。 局限性:只工作对于图像在一个规则的网格,并且只有在线性插值方法。 出门的时候,可别忘了编译第一: mirt2D_mexinterp.cpp mex 享受吧!多见于我的主页。 https://sites.google.com/site/myronenko/ - ZI = mirt2D_mexinterp(Z,XI,YI) interpolates 2D image Z at the points with coordinates XI,YI. Z is assumed to be defined at regular spaced points 1:N, 1:M, where [M,N]=size(Z). If XI,YI values are outside the image boundaries, put NaNs in ZI. The function is similar to Matlab s native ZI = INTERP2(Z,XI,YI, linear ,NaN), but is much master. If Z is vector valued 2D image (3D array), then iteratively interpolates Z(:,:,1), Z(:,:,2),Z(:,:,3),.. etc. This works faster than to interpolate each image independently, such as ZI(:,:,1) = INTERP2(Z(:,:,1),XI,YI) ZI(:,:,2) = INTERP2(Z(:,:,2),XI,YI) ZI(:,:,3) = INTERP2(Z(:,:,3),XI,YI) The extra speed gain is from the precomputation of coefficients for interpolation, which are the same for all images. Interpolation of a set of images is useful, e.g. for image registration, when one has to interpolate image and its gradients or for vector valued images such as RGB. Limitations: only works for images on a regular grid,
Platform: | Size: 4096 | Author: abeaqhax | Hits:

[Data structskdtree_cpp_warpper

Description: 实现对John Tsiombikas的C语言版的kdtree算法的C++封装,实现了最近邻查询已经指定距离搜索。复杂度NLOG(N),非常快。-A c++ wrapper of John Tsiombikas s library for working with 2d/3d kd-trees
Platform: | Size: 10240 | Author: highrisk | Hits:

[Algorithmparallel

Description: 求解二维直角坐标系同位网格上求解稳态N-S方程的并行计算程序,基于PVM信息传递软件,具体信息请看‘readme’文件。-The package contains the codes soving 2D steady Navier-Stokes equations on Cartesian grids with a colocated arrangement of variables using PVM message-passing software, please read the readme for further information.
Platform: | Size: 30720 | Author: shenshuanglin | Hits:

[assembly languageCFD_CSharp

Description: cfd经典问题C源代码:一维黎曼问题;一维可压N-S方程;二维斜激波刚壁反射;二维泊萧叶黏性流动;有限体积法求解库塔流-Riemann problem a compressible N-S equations of two-dimensional oblique shock wave reflection stiffness 2D Poiseuille viscous flow finite volume method to solve the Kuta flow
Platform: | Size: 34816 | Author: 杨璐赫 | Hits:

[assembly languageCFD_CSharp

Description: cfd经典问题C源代码:一维黎曼问题;一维可压N-S方程;二维斜激波刚壁反射;二维泊萧叶黏性流动;有限体积法求解库塔流-Riemann problem a compressible N-S equations of two-dimensional oblique shock wave reflection stiffness 2D Poiseuille viscous flow finite volume method to solve the Kuta flow
Platform: | Size: 849920 | Author: 杨璐赫 | Hits:

[AI-NN-PR3-12

Description: 双调旅行售货员问题 问题分析:给定平面上n个点,p[i]=(x[i],y[i]),I=1,2,3,…,n。点集p1,p2..pi按x坐标排序 t(i)表示点{p1,p2...pi}的最短双调TSP回路,则有, t(i) = min{t(k) + D(k,i) + d(k-1,i) - d(k-1,k)} ,1<k<i t(1) = 0,t(1) = 2d(1,2) d(i,j)为pi,pj之间的距离 D(i,j)为pi,pi+1,pi+1...pj之间累加距离 设s(i)=d(1,2) + d(2,3) +...+ d(i-1,i) 则D(k, i) = s(k) - s(i); d(k-1, k) = s(k) - s(k-1) 所以t(i) = min{t(k) + s(i) + s(k-1) - 2s(k) + d(k-1, i)} 1<k<i(Double tune travel salesman problem)
Platform: | Size: 282624 | Author: mazr | Hits:

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