采用相分析和X射线衍射技术,研究了含Ti、Nb等微合金元素的高强钢中碳氮化物的溶解行为.结果表明,加热到1250℃,未均热时,主要是面心立方结构的Ti(CN)、(TiNb)(CN)、TiC析出相;均热时间为45min,部分Ti和Nb继续溶解,析出相转为Ti(CN)、TiC为主,平均颗粒尺寸由300nm增大为323nm,此时Ti、Nb固溶已经达到平衡,固溶率分别为64.2%和85.8%.当保温80min时,析出相含量基本没有变化,但颗粒尺寸有所增加

The reaction on the left end is not exact because 1. The order of interpolation is too low, a higher order of interpolation would give the right reaction 2. The distributed load attributed to node one does not ke it into the solution

The finite element method In FEMi we derale finite element equations fro PVD swe- SWe and obtained: K0=R:=4…n waere n:number of element nodal p Ue: elenent nodal displace ents

We are going to consider the forces exerted on a material. These can be external or internal. External forces come in two flavors: body forces(given per unit mass or volume) and surface forces(given per unit area). If we cut a body of material in equilibrium under a set of external forces along a plane as shown in fig. 1. and consider one side of it we draw two conclusions: 1 the equilibrium provided by the loads from the side taken out is provided by a set of forces that are distributed among the material particles adjacent to

16.21 Techniques of Structural Analysis and sig Spring 2003 Unit #1 In this course we are going to focus on energy and variational methods for structural analysis. To understand the overall approach we start by con- trasting it with the alternative vector mechanics approach

❖1.1 计算机概述 ❖1.2 微型计算机系统的基本组成 ❖1.3 微型计算机的分类与主要技术指标 ❖1.4 计算机信息处理原理 ❖1.5 多媒体基础知识 ❖1.6 计算机病毒基础知识

1.1 计算机概述 1.2 计算机组成及工作原理 1.3 微型计算机硬件与软件 1.4 微型计算机的分类与主要技术指标 1.5 计算机中的信息处理 1.6 微型机的使用

Concept Question Which of the following statements is true 1. The PVD and the PMPE are equivalent 2. The PVD is more general 3. The PMPE applies to any kind of material 4. The stationary character of the potential en ergy is equivalent to the Pvd for elastic ma terials

What new element is Castigliano s Theorem introducing? 1. None, it's just a particular case of the PMPE 2. It's a totally different principle that allows to obtain solutions of elasticity problems with unprecedented accuracy and efficiency in- cluding relativistic effects

Constitutive Law(6 equations, O unknowns) C Bound dary conditions of two types Traction or natural boundary conditions: For tractions t imposed on the portion of the surface of the body aBt Displacement or essential boundary conditions: For displacement