登录
首页 » matlab » BELLHOP_General_Description

BELLHOP_General_Description

于 2021-04-27 发布 文件大小:12021KB
0 243
下载积分: 1 下载次数: 30

代码说明:

  为感谢惠俊英老师的谆谆教诲,特为好奇诸君奉上水声物理--海洋传播声场模拟的一份武林秘籍! 当好奇诸君阅毕此卷,再对照轻松跑完六份作业(六路招式),即入“水声物理”之江湖! BELLHOP与AcousticsToolbox遵照GNU公共许可证进行分发。感谢Michael B. Porter对BELLHOP的原创,也感谢Orlando Camargo Rodríguez此份大道至简的入门秘籍。更感谢由Free Software凝聚起来的自由科学家社区。(Bellhop is a highly efficient ray tracing program, written in Fortran by Michael Porter as part of the Acoustic Toolbox (available at the website of the Ocean Acoustic Library). Bellhop is designed in order to perform two-dimensional acoustic ray tracing for a given sound speed profile c(z) or a given sound speed field c(r; z), in ocean waveguides with flat or variable absorbing boundaries. Output options include ray coordinates, travel time, amplitude, eigenrays, acoustic pressure or transmission loss (either coherent, incoherent or semi-coherent).)

文件列表:

BELLHOP_General_Description, 0 , 2018-12-05
BELLHOP_General_Description\Bellhop射线追踪程序概述(2008年6月发布).pdf, 3246828 , 2018-12-05
BELLHOP_General_Description\GeneralDescription.pdf, 2731997 , 2008-09-13
BELLHOP_General_Description\Task_GD_1_flat, 0 , 2018-10-24
BELLHOP_General_Description\Task_GD_1_flat\Munk_flat_Arrive.tif, 196354 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\Munk_flat_Coherent transmission loss.tif, 211712 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\Munk_flat_Eigenrays.tif, 83134 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\Munk_flat_RayTrace.tif, 180040 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\bellhop.exe, 1243586 , 2018-07-07
BELLHOP_General_Description\Task_GD_1_flat\bellhop.m, 309 , 2015-12-04
BELLHOP_General_Description\Task_GD_1_flat\caxisrev.m, 173 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\command_draft_Task1_Munk_flat.m, 481 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\flatwav_A.arr, 661 , 2018-09-21
BELLHOP_General_Description\Task_GD_1_flat\flatwav_A.env, 670 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\flatwav_A.prt, 5501 , 2018-09-21
BELLHOP_General_Description\Task_GD_1_flat\flatwav_C.env, 700 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\flatwav_C.prt, 6065 , 2018-09-21
BELLHOP_General_Description\Task_GD_1_flat\flatwav_E.env, 675 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\flatwav_E.prt, 6042 , 2018-09-21
BELLHOP_General_Description\Task_GD_1_flat\flatwav_R.env, 675 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\flatwav_R.prt, 5810 , 2018-09-21
BELLHOP_General_Description\Task_GD_1_flat\plotarr.m, 1728 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\plotray.m, 4028 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\plotshd.m, 5540 , 2018-06-27
BELLHOP_General_Description\Task_GD_1_flat\read_arrivals_asc.m, 2614 , 2017-07-07
BELLHOP_General_Description\Task_GD_1_flat\read_shd.m, 3840 , 2018-08-12
BELLHOP_General_Description\Task_GD_1_flat\read_shd_bin.m, 6170 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss, 0 , 2018-10-24
BELLHOP_General_Description\Task_GD_2_Gauss\MountainLine3Fig - 副本.m, 1115 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\Munk_Gauss_mount.tif, 719938 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\command_draft_Task2_MountainLine3Fig.m, 1131 , 2018-08-13
BELLHOP_General_Description\Task_GD_2_Gauss\plotbty.m, 1281 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\readbty.m, 4772 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount.bty, 1590 , 2018-08-13
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_C.bty, 1487 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_C.env, 699 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_C.prt, 6754 , 2018-08-13
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_E.bty, 1487 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_E.env, 674 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_E.prt, 6731 , 2018-08-13
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_E.ray, 478914 , 2018-08-13
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_R.bty, 1487 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_R.env, 674 , 2018-08-12
BELLHOP_General_Description\Task_GD_2_Gauss\seamount_R.prt, 6531 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB, 0 , 2018-10-24
BELLHOP_General_Description\Task_GD_3_VB\command_draft_Task3_VariousBounds.m, 1749 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\crci.m, 1530 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\plotati.m, 1265 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\plotssp.m, 654 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\read_env.m, 2485 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\read_env_core.m, 7319 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\readati.m, 4707 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\readsdrd.m, 1804 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\readvector.m, 906 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\topbot.m, 2899 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_C.ati, 1409 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_C.bty, 1487 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_C.env, 708 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_C.prt, 7404 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E.ati, 1409 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E.bty, 1487 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E.env, 696 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E.prt, 6773 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E.ray, 370998 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_E0.env, 687 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_R.ati, 1409 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_R.bty, 1487 , 2017-04-12
BELLHOP_General_Description\Task_GD_3_VB\varbounds_R.env, 681 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\varbounds_R.prt, 7181 , 2018-08-13
BELLHOP_General_Description\Task_GD_3_VB\variable_boundaries.tif, 579818 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field, 0 , 2018-10-24
BELLHOP_General_Description\Task_GD_4_SSP_Field\Gulf_SSP.tif, 685086 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\command_draft_Task4_GulfSvp.m, 244 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf.env, 535 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf.prt, 6207 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf.ssp, 546 , 2017-04-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_C.env, 552 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_C.prt, 6571 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_C.ssp, 546 , 2017-04-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_E.env, 520 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_E.prt, 6453 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_E.ray, 247962 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\gulf_E.ssp, 546 , 2017-04-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\plotssp2d.m, 1960 , 2017-04-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\read_bell.m, 5075 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\readr.m, 489 , 2018-08-13
BELLHOP_General_Description\Task_GD_4_SSP_Field\readssp2d.m, 411 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource, 0 , 2018-10-24
BELLHOP_General_Description\Task_GD_5_nearsource\command_draft_Task5_NearSourceField.m, 1002 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3C.env, 710 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3C.prt, 6144 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CB.env, 712 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CB.prt, 6149 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CC_4CZ.env, 717 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CC_4CZ.prt, 6365 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CC_4MS.env, 721 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CC_4MS.prt, 6368 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CC_4MS.tif, 988230 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CR_4CZ.env, 718 , 2018-08-13
BELLHOP_General_Description\Task_GD_5_nearsource\nearsource_3CR_4CZ.prt, 7898 , 2018-08-13

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

  • zcmg
    使用matlab程序读取迷宫图象文件,并进行处理,成功走出了迷宫.此程序只可以准确绘出只有一条路径的任意复杂迷宫(Read the maze procedure using matlab image files, and deal with, and successfully opened a maze. This procedure can only be accurately mapped with only one path of arbitrary complex maze)
    2007-09-08 21:59:17下载
    积分:1
  • FSK
    FSK实现,对数据的调制和解调,加入高斯白噪声,最后产生眼图。(FSK implementation, the data modulation and demodulation, add Gaussian white noise, and finally generate the eye diagram.)
    2009-04-03 15:53:51下载
    积分:1
  • 2010-1-29_14-0-10_75
    protues7.5 汉化版安装软件 含安装说明(protues7.5 finished version with installation instructions to install the software)
    2011-01-13 22:30:21下载
    积分:1
  • code
    ROBUST BLIND SEPARATION OF STATISTICALLY DEPENDENT SOURCES USING DUAL TREE WAVELETS
    2009-07-13 15:15:20下载
    积分:1
  • FOC
    Direct Torque Control, Induction Motor Vector Control Without
    2013-09-01 18:45:19下载
    积分:1
  • TD_SCDMA
    TD_SCDMA系统中低代价信道估计方法的改进(TD_SCDMA system, low-cost channel estimation method to improve)
    2010-06-20 15:08:09下载
    积分:1
  • ch7
    有关匹配滤波器以及存在多普勒频移失配情况下的仿真,另外还有高频情况下的匹配程序(The matched filter and the presence of Doppler frequency shift under the mismatch simulation, in addition to high-frequency in case of matching program)
    2009-11-26 21:01:59下载
    积分:1
  • TV-inpainting
    main document of TV inpainting harmonic inpainting
    2012-04-19 21:46:34下载
    积分:1
  • dds
    用matlab分析典型的洛伦茨动力系统的性质,讨论混沌分型等非线性系统的性质。(Matlab analysis with the typical nature of the Lorenz dynamical system discussed such chaos type properties of nonlinear systems.)
    2010-12-11 23:19:42下载
    积分:1
  • SLAM
    基于扩展卡尔曼滤波的slam仿真,使用matlab,有路标点和运动轨迹,仿真真实环境(This is a Extended Kalman Filter based SLAM example)
    2018-05-17 17:25:53下载
    积分:1
  • 696518资源总数
  • 106148会员总数
  • 10今日下载