Lecture04 Georeferencing
Chap4 构造特征

计算机辅助工业设计系列课程——Pro/Engineer Wildfire应用教程
三.关于其它圆角方式(yuanjiao.PRT) 1)Edge Chain eg4:长方体 2)Surf-Surf eg5: 3)Edge-Surf (先选曲面再选曲线) eg6: 4)多个圆角交汇于一点,圆角区域过渡的问题
孔的肩部深度 钻孔深度(尖部深度) 沉头 埋头
计算机辅助工业设计系列课程——Pro/Engineer Wildfire应用教程
§4-3 圆角特征
二. 各类圆角的创建
创建恒定倒圆角
可以添加或去除“设置” 可以添加或去除“参照” 要定义半径,可拖动半径图柄至所需距离
创建可变倒圆角
在半径的图柄之上,右键单击鼠标,然后从快捷菜单中选取 “添加半径”,在快捷菜单中选取“删除”(Delete),可删 除半径 半径值的位置设置 使用快捷菜单中的“成为可变”(Make Variable),可将 现有“恒定”倒圆角转换为“可变”倒圆角
§4-2 打孔特征(Hole)
计算机辅助工业设计系列课程——Pro/Engineer Wildfire应用教程
§4-2 打孔特征
三. Sketched Hole 1. 步骤: 1) 孔的类型为“草绘”(而不是“简单”)再点草绘图标 进入草绘。 2) 建立孔的旋转剖面 3) 选择孔要放置的位置 4) 指定孔中心轴的位置 Eg5:-1-P112-5-8
计算机辅助工业设计系列课程——Pro/Engineer Wildfire应用教程
Chap 4
主要内容
第一节 概述
构造特征
第二节 打孔特征(Hole) 第三节 圆角特征(Round)
Lec4_Introduction_to_Quantum_Mechanics

Semiconductor physics II
Introduction to Quantum Mechanics
1
What is Quantum Mechanics
Classical theoretical physics -- Newton's laws of motion. -- The motion of large objects, such as planets and satellites. Quantum mechanics -- the behaviors of electrons and high-frequency electromagnetic waves. Wave mechanics: The formulation of quantum mechanics to describe behavior and characteristics of these electrons. -- Schrodinger wave equation
5
Maximum kinetic energy
Tmax
Quanta -thermal radiation emitted from a heated surface in discrete packets of energy -Postulated by Planck in 1900 The energy of these quanta
13
Using the technique of separation of variables
Ψ ( x, t ) = ψ ( x )φ (t )
a function of the position
2
Principles of Quantum Mechanics
Lecture_4

autcln summary file
• One-way post-fit residual statistics – Only in postfit autcln summary – Gives RMS in mm
• by station and each satellite for a station • Normal values are 3-10 mm • >10 mm is not good
Nov-4-02 GAMIT/GLOBK Tutorial 4 5
Analyzing a solution: bias parameters
• Number of biases fixed – Fixed bias have no sigmas in Q-file – 608 B1L1 SMYC-TBLE 4- 2 0.0000000000 10.0000 \ – 609*B1L1 SMYC-TBLE 4- 5 0.0000000000 2.3133 \ 0.0367 -2.31330402 – The * means not fixed and sigma is given • Adjustments – parameters should not change much
Nov-4-02 GAMIT/GLOBK Tutorial 4 7
autcln output
• autcln.out.Z – full output – automatically compressed – use uncompress or use zcat to view – Lists actions taken by autcln • autcln.prefit.sum • autcln.post.sum – Summaries – Look at these
lecture 4

i 1 j 1 r k
O
ij
E ij E ij
2
Contingency tables: Chi-square test
• Testing procedure (5 steps) • 1) Hypothesis • H0: the distribution criteria are statistically independent • 2) Sample distribution • Chi-square distribution • Degrees of freedom: (k-1)(r-1)
Single linear regression: correlation
Single linear regression: relation between b and r
Regression coefficient b presents the character of the relation, but tells nothing about the strength
Ecellij Prowi Pcolumn totaln j
Men Income (* € 1000,-) low 20 middle 20 - 40 High > 40 Total Oij 25 30 35 90 Eij 27 33 30 90 Women Oij Eij 20 18 25 22 15 20 60 60 Total 45 55 50 150
Contingency tables: example
Sex Women abs. % 20 33 25 42 15 25 60 100
Income (* €1000,-) low ( 20) middle (20-40) high (> 40) Total abs. 25 30 35 90
Lecture4

•Solve line by line with TDMA •Use SOR to overrelax
DO ITERATIONS = 1 , MANY DO J = 1 , NY CALCULATE COEFFICIENTS FOR I = 1 , NX USE TDMA TO SOLVE FOR Tcalci,j, i=1,NX USE SOR: NEXT J CALCULATE RESIDUAL ERROR NEXT ITERATIONS
Ti +1, j + Ti −1, j + Ti , j +1 + Ti , j −1 − 4Ti , j +
∆x 2 ∂ 4T ∆y 2 ∂ 4T error = + 4 12 ∂x 12 ∂y 4
Co D.M. Christopher
Computational Methods in Heat Transfer, D.M. Christopher
Finite Differencing (uniform grid)
∂ ∂T ∂ ∂T & = 0dx dy ∫∫ ∂x (λ ∂x ) + ∂y (λ ∂y ) + Q
•Diagonal (not tridiagonal) •Symmetric (usually) •Sparse (many zeros)
Computational Methods in Heat Transfer, D.M. Christopher
Solution Methodology
• Direct solver
λ
4
-20
4
ai ≥ ∑ an
(n ≠ i)
读有限元Fortran程序笔记范文

读有限元程序笔记1.ALLOCATABLE::COORD(:,:),PROPS(:,:,:) !声明两个可变大小的数组,COORD(:,:)是二维数组,PROPS(:,:,:)是三维数组。
2.Fortran程序行首为C代表改行为注释,不会被编译3.全局变量(common),不同的程序之间,也就是在不同的函数之间或者是主程序跟函数之间,除了可以通过传递参数的方法来共享内存,还可以通过“全局变量”来让不同程序中声明出来的变量使用相同的内存位置。
4.Dimensional维的,viscoplastic塑性的,elastic有弹力的,finite有限的,element元素,program程序。
5.THREE DIMENSIONAL ELASTIC-VISCOPLASTIC FINITE ELEMENT PROGRAM三维弹塑性有限元程序6.Module可以用来封装程序模块,通常是用来把程序中,具备相关功能的函数及变量封装在一起。
程序在开始定义了一个module模块,在模块中定义了MXKKK=,MXGSJ=1000,MXGSJ=1000三个常量(PARAMETER表示常量),并且每个常量都赋了值。
在module模块中定义了NELEM,NPOIN,NPROP,MXDFN,NSTEP,IDEVP,IDDP,LTYPE以及NFIX1,NPL,NVL,NSL,NHL,NTL,IDCVG,NTOTV,NKK以及DTIME,TOLER,SCALE,DSCALE这些全局变量(common表示全局变量),定义了ICM(3,8),CGAUS(2),VSHAP(8,8),DERIV(3,8,8)以及POSGP(3),COPG(3),EJ(3,3),EJACI(3,3),R(8,8)这些维数与大小都确定的全局数组变量,定义了COORD(:,:),PROPS(:,:,:)以及STRSG(:,:,:),DJ(:,:),CARTD(:,:,:,:)以及TRANJ(:,:,:,:),DJRMX(:,:,:)以及DREMX(:,:,:),DJEMX(:,:,:,:)以及CREMX(:,:,:),CJEMX(:,:,:,:)以及MELEM(:,:),MPROP(:),ISSOR(:,:),NNDEX(:)以及MPFIX(:,:),MPSJ(:),MMATP(:),MPIV(:)以及TSTIF(:)以及ADISP(:),TDISP(:),ALOAD(:)以及PSNBR(:,:,:),PSNBJ(:,:)以及PSTNR(:,:,:),PSTNJ(:,:)以及STRSP(:,:),STRSJ(:,:)这些维数确定但是大小不确定的可变大小的数组,ALLOCATABLE表示可变大小的数组变量。
FLUENT官方培训教材完整版幻灯片

100%
简化模型
在保证计算精度的前提下,合理 简化模型以降低计算量。
80%
设定边界条件
根据实际问题,设定模型的边界 条件,如入口、出口、壁面等。
网格划分策略及技巧
选择合适的网格类型
根据模型特点选择合适的网格 类型,如结构化网格、非结构 化网格等。
求解策略
采用有限体积法进行数值求解,结合适当的 湍流模型和热传导方程进行迭代计算。
结果分析
展示温度场、热流量和努塞尔数等关键结果 ,评估热设计方案的合理性。
07
总结回顾与拓展学习资源推荐
本次培训内容总结回顾
FLUENT软件基础操作
介绍了FLUENT软件界面、基本功能 、操作流程等。
前处理与网格划分
演示技巧
分享动画演示的实用技巧,如选择合适的帧率、添加背景音乐和解 说等。
输出格式
支持多种动画输出格式,如AVI、MP4等,方便在不同场合进行演 示和分享。
数据提取、导出及报告编写
数据提取
从计算结果中提取关键数据,如某点的速度、压力值等。
数据导出
将提取的数据导出为Excel、CSV等格式,便于进一步分析 和处理。
求解策略
采用有限体积法进行数值求解 ,结合湍流模型捕捉流动细节 ,提高计算精度。
结果分析
展示管道内的速度场、压力场 和流量分布等关键结果,评估
管道设计的合理性。
案例三:多相流混合过程模拟
问题描述
多相流体(如气液、气 固等)在混合过程中的 相互作用和流动特性。
建模方法
在FLUENT中建立多相 流模型,定义各相的物 理属性和相互作用机制
lecture04

functions: f1, f2 represented by function nodes
dependencies represented by edges
5 7
LDPC Code
x · HT=0
0 0 0 1 0 1 0 0 1 0 0 0 1 0 0 0 1 0 0 0 0 0 0 1 1 0 0 0 0 1 0 0 0 0 0 0 0 0 1 1 0 0 1 0 1 0 0 0 0 1 0 0 1 0 0 0 0 0 0 0 1 0 1 0 0 0 1 0 0 0 1 0 0 1 1 0 0 0 0 0 0 0 0 0 0 1 1 0 1 0 0 1 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 1 0 1 0 0 1 1 0 0 0 0 0 1 0 0 0 0 0 1
© ftw. 2004
9
Bad News
The tree assumption for random LDPC codes is only fulfilled if the block length goes to infinity. For finite length codes, the graph usually contains closed loops (cycles). These cycles cause correlations between the messages and the assumption of independent observations is not fulfilled. Conclusion: The Sum-Product algorithm is suboptimal.
1 2 3 4 5 C 6 7 D 8 9 E 10 A
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Others are based on ordering
E.g. street addresses in most parts of the world order houses along streets
Others are only nominal
Placenames do not involve ordering or measuring
Metric references
Essential to the making of maps and the display of mapped information in GIS Provide the potential for infinitely fine spatial resolution (provided we have sufficiently accurate measuring devices) From measurements of two or three locations it is possible to compute distances
Linear Referencing
A system for georeferencing positions on a road, street, rail, or river network Is closely related to street address but uses an explicit measurement of distance rather then the much less reliable surrogate of street address number Combines the name of the link with an offset distance along the link from a fixed point, most often an intersection
Lecture 4: Georeferencing
Thanks to Joana Barros: Birkbeck College, London
Georeferencing
„To georeference‟ the act of assigning locations to atoms of information Is essential in GIS, since all information must be linked to the Earth‟s surface The method of georeferencing must be: Unique, linking information to exactly one location Shared, so different users understand the
Georeferencing systems
Placenames Postal addresses and postal codes Linear referencing systems Cadastres Latitude and longitude Projections and coordinate systems The Global Positioning System
meaning of a georeference
Persistent through time, so today‟s
georeferences are still meaningful tomorrow
Uniqueness
A georeference may be unique only within a defined domain, not globally
Users of Linear Referencing
Transportation authorities To keep track of pavement quality, signs, traffic conditions on roads Police To record the locations of accidents
Principal meridians: Geographers lines
Township and Range
Latitude and Longitude
The most comprehensive and powerful method of georeferencing
Provides potential for very fine spatial resolution Allows distance to be computed between pairs of locations Supports other forms of spatial analysis
Georeferences as Measurements
Some georeferences are metric
They define location using measures of distance from fixed places
E.g. distance from the Equator or from the Greenwich Meridian
Useful for mapping
Postcodes in Canada
Forward Sortation Areas (FSA)
The first three characters of the six-character postcode form the FSA
Central part of the Toronto metropolitan region
There are many instances of Springfield in the U.S., but only one in any state The meaning of a reference to London may depend on context, since there are smaller Londons in several parts of the world
Cadastral Maps
Defined as the map of land ownership in an area, maintained for the purposes of taxing land, or of creating a public record of ownership
Gould/Tobler‟s experiment (See CSISS Classics)
Where do postal addresses fail as georeferences?
In rural areas
Urban-style addresses have been extended recently to many rural areas
Placenames
The earliest form of georeferencing
And the most commonly used in everyday activities
Many names of geographic features are universally recognized
Others may be understood only by locals
Names work at many different scales
From continents to small villages and neighborhoods
Names may pass out of use in time
Defined in many countries
E.g. ZIP codes in the US
Hierarchically structured
The first few characters define large areas Subsequent characters designate smaller areas Coarser spatial resolution than postal address
Problem Cases
Locations in rural areas may be a long way from an intersection or other suitable zero point Pairs of streets may intersect more than once Measurements of distance along streets may be inaccurate, depending on the measuring device, e.g. a car odometer
Uses a well-defined and fixed reference frame
Based on the Earth‟s rotation and center of mass, and the Greenwich Meridian
For natural features
Lakes, mountains, and rivers cannot ses
When numbering on streets is not sequential
E.g. in Japan
Postcodes as Georeferences
ZIP Code Boundaries in the US
ZIP code boundaries are a convenient way to summarize data in the US. The dots on the left have been summarized as a density per square mile on the right