登录
首页 » Fortran » sph

sph

于 2020-09-26 发布 文件大小:151KB
0 251
下载积分: 1 下载次数: 66

代码说明:

  溃坝模型,采用无网格法模拟溃坝情况,简单快捷(Break model, the use of non-grid method to simulate dam case, simple and quick)

文件列表:

sph
...\ac_2D.f,5611,2009-12-23
...\ac_Conservative_2D.f,6262,2009-12-15
...\ac_KC_2D.f,1447,2009-12-06
...\ac_KGC_2D.f,5603,2010-01-08
...\ac_MLS_2D.f,3798,2009-12-15
...\ac_NONE_2D.f,1090,2009-12-16
...\ac_Shepard_2D.f,3910,2009-12-15
...\approx_RiemannSolver_Conservative_2D.f,12895,2010-01-22
...\approx_RiemannSolver_NonConservative_2D.f,12919,2010-01-22
...\celij_BC_Dalrymple_2D.f,4765,2010-05-30
...\celij_BC_Dalrymple_FloatingBodies_2D.f,7241,2011-01-10
...\celij_BC_Monaghan_2D.f,5988,2009-12-06
...\celij_BC_Monaghan_FloatingBodies_2D.f,9525,2010-05-05
...\celij_BC_Monaghan_FloatingBodies_RiemannConservative_2D.f,10868,2010-05-05
...\celij_BC_Monaghan_FloatingBodies_RiemannNonConservative_2D.f,9938,2010-05-05
...\celij_BC_Monaghan_RiemannConservative_2D.f,7321,2009-12-06
...\celij_BC_Monaghan_RiemannNonConservative_2D.f,6481,2009-12-23
...\check_limits_2D.f,4361,2009-12-15
...\common.2D,8008,2010-02-08
...\correct_2D.f,1281,2009-12-06
...\correct_Conservative_2D.f,1549,2009-12-06
...\correct_SPS_2D.f,2298,2009-12-06
...\default.mk,143,2009-11-25
...\densityFilter_MLS_2D.f,5225,2009-12-06
...\densityFilter_NONE_2D.f,1041,2009-12-06
...\densityFilter_Shepard_2D.f,2569,2011-01-10
...\divide_2D.f,7696,2010-05-04
...\energy_2D.f,1731,2009-12-06
...\EoS_IdealGas_2D.f,1178,2009-12-06
...\EoS_Morris_2D.f,1226,2009-12-06
...\EoS_Tait_2D.f,1186,2009-12-06
...\getdata_2D.f,28002,2010-06-30
...\gradients_calc_basic_2D.f,2235,2009-12-06
...\gradients_calc_Conservative_2D.f,3733,2009-12-06
...\ini_divide_2D.f,1104,2009-12-06
...\keep_list_2D.f,1025,2009-12-06
...\kernel_correction_KC_2D.f,1454,2009-12-06
...\kernel_correction_KGC_2D.f,1178,2009-12-06
...\kernel_correction_NC_2D.f,1066,2009-12-06
...\kernel_cubic_2D.f,1554,2009-12-06
...\kernel_gaussian_2D.f,1288,2009-12-06
...\kernel_quadratic_2D.f,1246,2009-12-06
...\kernel_wendland5_2D.f,1337,2010-01-08
...\limiter_betaMinMod_2D.f,2531,2009-12-06
...\LU_decomposition_2D.f,4754,2009-12-17
...\monaghanBC_2D.f,5172,2010-10-05
...\monaghanBC_AngMomCorrection_2D.f,8966,2009-12-06
...\monaghanBC_FloatingBodies_2D.f,17398,2010-09-16
...\monaghanBC_FloatingBodies_AngMomCorrection_2D.f,21411,2010-06-30
...\movingGate_2D.f,1396,2010-01-08
...\movingObjects_2D.f,1511,2010-09-20
...\movingPaddle_2D.f,4812,2010-06-30
...\movingWedge_2D.f,1676,2010-01-08
...\periodicityCorrection_2D.f,1607,2009-12-06
...\poute_2D.f,2864,2010-06-30
...\poute_Conservative_2D.f,2774,2010-06-30
...\precision_dr.2D,35,2009-12-06
...\precision_FB.2D,201,2009-12-06
...\precision_kind.2D,28,2011-01-09
...\precision_xz.2D,115,2009-12-06
...\pre_celij_KGC_2D.f,2618,2010-01-08
...\pre_celij_MLS_2D.f,4008,2009-12-06
...\pre_celij_Shepard_2D.f,3217,2011-01-10
...\pre_self_KGC_2D.f,2641,2010-01-08
...\pre_self_MLS_2D.f,4023,2009-12-06
...\pre_self_Shepard_2D.f,3224,2011-01-10
...\recover_list_2D.f,1028,2009-12-06
...\rigid_body_motion_2D.f,8927,2010-06-30
...\rigid_body_motion_Conservative_2D.f,11619,2010-05-29
...\self_BC_Dalrymple_2D.f,4714,2009-12-06
...\self_BC_Dalrymple_FloatingBodies_2D.f,6916,2011-01-10
...\self_BC_Monaghan_2D.f,5985,2009-12-06
...\self_BC_Monaghan_FloatingBodies_2D.f,9548,2010-05-05
...\self_BC_Monaghan_FloatingBodies_RiemannConservative_2D.f,11748,2010-05-04
...\self_BC_Monaghan_FloatingBodies_RiemannNonConservative_2D.f,10035,2010-05-05
...\self_BC_Monaghan_RiemannConservative_2D.f,8003,2009-12-06
...\self_BC_Monaghan_RiemannNonConservative_2D.f,6556,2009-12-23
...\SPHYSICS_2D.f,6692,2011-01-09
...\step_beeman_2D.f,4864,2009-12-16
...\step_predictor_corrector_2D.f,7789,2011-01-10
...\step_predictor_corrector_Conservative_2D.f,5257,2009-12-06
...\step_symplectic_2D.f,4883,2009-12-16
...\step_symplectic_Conservative_2D.f,11065,2010-09-17
...\step_verlet_2D.f,3830,2009-12-16
...\updateNormals_2D.f,4805,2009-12-16
...\variable_time_step_2D.f,2855,2011-01-10
...\variable_time_step_Conservative_2D.f,2916,2010-09-15
...\viscosity_artificial_2D.f,1711,2009-12-06
...\viscosity_laminar%2BSPS_2D.f,2396,2010-01-22
...\viscosity_laminar_2D.f,1669,2010-01-22
...\vorticity_2D.f,1311,2009-12-06

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • KZK
    求解KZK方程的VISUAL C++源代码 具有计算速度快,计算精度高等优点。(source code solution of KZK equation visual c++)
    2021-05-13 10:30:02下载
    积分:1
  • random_function
    create random function -
    2017-09-28 16:54:47下载
    积分:1
  • Patton_copula_toolbox
    copula工具库,包括各种copula函数,及联合分布函数的概率密度函数、分布函数和随机数的生成(copula tool library, including a variety of copula function, and joint distribution function of the probability density function, distribution function and a random number generator)
    2021-04-07 15:59:01下载
    积分:1
  • Turbine_Design
    工业汽轮机设计计算程序,具有很好的参考价值,可以参考学习一下(Industrial steam turbine design calculation procedures, a good reference value, you can refer to learn about)
    2020-06-26 17:40:02下载
    积分:1
  • pushboard
    说明:  用于三维条件下的推板造波法udf,冲程与周期可修改,附带消波udf和cas文件(generating waves with pushboard under 3D condition)
    2020-12-26 16:49:03下载
    积分:1
  • SVMPrediction
    支持向量基预测的小数据量的预测方法。包括数据拟合,多项式预测等功能()
    2008-03-08 13:58:11下载
    积分:1
  • jokdr
    由散点插值生成等值线,并且提供颜色选择工具,共有三种插值方法(Generating isolines from scattered interpolation and providing a color selection tool, there are three interpolation methods)
    2018-11-21 16:03:28下载
    积分:1
  • 乘法过程的代码 pls2
    说明:  代码为偏最小二乘法计算过程的代码,主要部分都有中文解释(Code for the calculation process of partial least squares method)
    2020-06-24 00:40:02下载
    积分:1
  • Matlabcodes-RobustPCA
    Matlab codes for Robust PCA multivariate control chart(Robust PCA multivariate control chart mainly consists two steps: Step1 Calculates the robust mean and the robust covariance of original dataset using the minimum covariance determinant (MCD). In MCD technique, finding a subset containing half of the data such that its covariance matrix has the lowest determinant, then using this subset to calculate the robust mean and the robust covariance matrix (Hubert, Rousseeuw, & Branden, 2005) Step2 Standardize data using robust mean and robust standard deviation from Step1. Apply PCA analysis, calculate the principalcomponent score matrix Y=ZA, where Z is the robust standardized data matrix, and A is p*p matrix of eigenvectors (also called principalcomponents))
    2009-11-11 08:07:04下载
    积分:1
  • 运用矩阵摄动法求解结构的复模态参与动力特性等 matrixpre
    运用矩阵摄动法求解结构的复模态参数与动力特性等(Application of Matrix Perturbation Method for Solving Complex Modal Parameters and other dynamic characteristics of the structure)
    2017-03-28 09:08:42下载
    积分:1
  • 696516资源总数
  • 106642会员总数
  • 12今日下载