粉末冶金压力试验机

粉末冶金用粉末的取样方法是什么？

为什么粉末冶金的布氏硬度还是采用的HBS啊，即使用淬火钢球了，貌似除了这个都是采用硬质合金钢球了吧

最近接到一些粉末冶金样品，组成基本上就是Fe，Cu，Sn这几种元素。每个元素大致含量都在10%以上. 用ICP测试出来的结果往往跟客户的要求不一样（客户用的滴定方法），两种方法相差很大。请问各位大虾是否有关于这方面测试的经验和方法，在此万分感谢

因为粉末冶金制品通常是通过成型或烧结制成，故材料密度将直接影响硬度数值，而材料密度影响通常是通过检查孔隙率来验证。那么是否有做过孔隙率的板油没呢，具体是如何进行检查操作的？

粉末冶金产品可以用直读光谱分析吗？求告知

一、铁基、铜基制品金相检验抛光态下的孔隙，石墨分布状态，非金属夹杂物；组织：铁素体、珠光体、渗碳体二、钢结硬质合金金相检验 钢结合金是以钢基作为碳化钨、碳化钛等高硬度、高熔点碳化钨的粘结剂，并按一定的比例混合，采用粉末冶金法烧结出来的新型工具材料。金相检验：烧结、锻造、退火、淬火、回火组织，都需高倍镜检。三、硬质合金金相检验抛光态下的孔隙度，石墨（非化合碳）；显微组织如η相（1500倍），碳化钨相，钴相欠烧和过烧组织。

粉末冶金钢合金粉压制、烧结后得到的组织。初来乍到，求助各位专家帮忙分析一下是什么组织。分别是OM及对应的SEM图。万分感谢！[img]A generic error occurred in GDI+.[/img][img]http://ng1.17img.cn/bbsfiles/images/2017/09/201709151934_01_3307809_3.jpeg[/img]

我公司技术部想购买一台微波高温烧结实验炉用于粉末冶金方面的研究。长沙隆泰科技有限公司的业务人员曾向我公司推销该公司的微波高温实验炉，可有专家给予这方面的指导？不知该公司实验炉性价如何？

金属粉末，烧结后变形处理。想做透射电镜，用离子减薄也不理想，不能得到很好的薄区。应该注意什么问题？有否更好的方法？

[url=http://www.f-lab.cn/solid-densimeters/ttdm-300p.html][b]粉末冶金密度计[/b][/url]是专业用于粉末冶金领域的[b]粉末密度计,材料密度计，[/b]适用于[b]粉末冶金[/b]领域和新材料开发应用。[b][b]粉末冶金密度计[/b]原理：按照ASTM B311，B328 MPIF标准42,45 JIS Z2505，Z2506 GB / T 5163.采用基于阿基米德原理的浮力法。[b]粉末冶金密度计[/b]技术数据：[/b] 粉末冶金在金属，合金及其氧化物和碳化物的混合物的高压下形成，等等。粉末冶金是通过模具将金属粉末的细颗粒通过的过程。这个过程可用于生产传统机械过程是不可能的复杂形状。 最后，需要用其他材料固化或熔化。由于粉末冶金的孔结构对物理性能影响很大，所以测量绿色部件的密度和烧结密度是重要的。[b][b]粉末冶金密度计[/b]特点和功能：[/b]TTDM 300P IV，TTDM 600P IV可以直接显示体积密度，有效孔隙率，体积含油量。TTDM 300P IV，TTDM 600P IV设计了一个内容积油的程序轻松连接PC与标准配备的接口。[img]data:image/jpeg 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[/img]更多固体密度计：[url]http://www.f-lab.cn/solid-densimeters.html[/url]

超高频电液伺服疲劳试验疲劳试验机1200Hz，TMF热机械疲劳试验机用于测试不同材料低周疲劳或热机械疲劳特征及性能的试验仪器TMF系统用于确定不同材料 的低周疲劳或热机械疲劳特征及性能。中文名TMF热机械疲劳试验机概述TMF系统用于确定不同材料应用反相位应变控制热机械疲劳实验特点温度循环与应变循环叠加的疲劳产品介绍应用设备技术参数参考资料产品介绍TMF热机械疲劳试验机[1]TMF系统用于确定不同材料 的低周疲劳或热机械疲劳特征及性能。应用疲劳试验机在 600-1100℃时对IC10合金进行同相位、反相位应变控制热机械疲劳实验。发展了一种三参数幂函数能量方法的寿命预测方法，并用于材料的热机械疲劳分别用微裂纹扩展模型、Manson-Coffin方程和拉伸迟滞能模型（Ostergren）对粉末冶金盘材料FGH95合金的热机械疲劳寿命进行了预测。研究热作模具钢在应力控制下的等温疲劳和同相热机械疲劳寿命,发现在相同的应力幅下,同相(最高温度550℃,最低温度250℃)热机械疲劳寿命低于上限温度的等温(温度550℃)疲劳 ...根据高温合金材料的力学性能,以弹粘塑性本构模型为基础,用数值模拟方法研究材料的热机械疲劳循环特性.模型将应变分为弹性应变、温度应变和粘塑性应变三部分,热机械疲劳（thermal mechanical fatigue）. 热机械疲劳：温度循环与应变循环叠加的疲劳。TMF热机械疲劳试验机技术资料[img]https://ng1.17img.cn/bbsfiles/images/2023/04/202304252011195735_8353_1602049_3.png[/img]

公司做的是粉末冶金，D50在1~2微米左右，现在需要买一台显微镜，用金相显微镜合适吗？有什么具体要求推荐一下？

微机控制冲击试验机，适用于对塑料、尼龙、橡胶、玻璃钢、复合塑料管材、电气绝缘材料等非金属材料在动负荷下抵抗冲击性能进行检验的检测仪器。由计算机显示被测材料在受冲过程中的特性曲线，可满足ISO179、GB1043，ISO180、GB1843及JB8761、JB8762标准的要求。　　微机控制冲击试验机试验报告格式灵活可变，可对试验数据进行编辑修改，试验条件及测试结果等数据可自动存储。可对一组试验中曲线数据的进行人为选定。一组试验的曲线可以多种颜色叠加对比。试验曲线上的任意一段可进行区域放大分析。　　从某粉末冶金厂取一批材料为Gr15的制动环整形模具，经正常淬火热处理后立即进行深冷处理，深冷处理后对模具进行150℃低温回火。其中深冷处理工艺分别为-100℃，-120℃，-140℃，-160℃，-196℃，深冷处理保温时间为2h。取样是直接从深冷处理好后的模具上切割，金相试样的尺寸为12mm×12mm×10mm，抗弯试样为?10mm×140mm，无缺口冲击试样的尺寸为10mm×10mm×55mm，残余奥氏体测量及硬度的测量试样与金相试样相同。　　性能检测和磨损形貌观察在微机控制冲击试验机上测量出不同工艺的试样的冲击韧性，抗弯刚度由万能材料试验机测出，残余奥氏体量由X-射线衍射仪测出，利用硬度计测量出各试样的硬度。把深冷处理好的整形模具装机生产，比较未经深冷处理的模具和经不同试验机行业是静、动态力学性能试验仪器、试验设备、试验装置和无损检测仪器设备的生产制造业。　　试验机行业已有五十多年的发展史，其发源地在我国的山东省济南市。随着各行各业对试验机产品需求的增长，随着我国生产制造水平的不断提高和测试技术的飞速发展，目前生产试验机的公司和企业已遍布全国各地，生产着几百种规格、型号和系列的试验机产品，有的试验机产品已出口到国外，远销到亚洲和欧美市场，具有一定的竞争能力。

试验机,水泥压力试验机,红砖压力试验机操作规程及说明1．定义1．1试验机概念和用途试验机是在各种条件、环境下测定金属材料、非金属材料、机械零件、工程结构等的机械性能、工艺性能、内部缺陷和校验旋转零部件动态不平衡量的精密测试仪器。在研究探索新材料、新工艺、新技术和新结构的过程中，试验机是一种不可缺少的重要测试仪器。广泛应用于机械、冶金、石油、化工、建材、建工、航空航天、造船、交通运输、等工业部门以及大专院校、科研院所的相关实验室。对有效使用材料、改进工艺、提高产品质量、降低成本、保证产品安全可靠等都具有重要作用。 试验机,水泥压力试验机,微机控制压力试验机种类1．2试验机的种类：试验机的种类很多，有多种不同的分类方法。按照传统分类方法可以分为金属材料试验机、非金属材料试验机、动平衡试验机、振动台和无损探伤机等五大类。 1．2．1材料试验机的分类：材料试验机的品种、型号很多，它们的加荷方法、结构特征、测力原理、使用范围都各不相同 1．2．1．1按用途分类:测定机械性能用试验机和工艺试验用试验机 1．2．1．2按加荷方法分类:静负荷试验机(静态)和动负荷试验机(动态) 1．2．1．2．1静态试验机主要包括： ●万能试验机：液压万能试验机和电子万能试验机 ●微机控制压力试验机 ●拉力试验机●扭转试验机 ●蠕变试验机 1．2．1．2．2动态试验机主要包括：疲劳试验机：动静万能试验机、单向脉动疲劳试验机、冲击试验机等 1．2．1．3按测力方式分类:机械测力试验机和电子测力试验机 1．2．1．4按控制方式分类:手动控制和微机伺服控制试验机 1．2．1．5按油缸位置分类:油缸上置式和油缸下置式试验机 试验机,水泥压力试验机,红砖压力试验机实验方法：1．3材料试验 1．3．1材料的机械性能：材料在外力的作用下，所表现的抵抗变形或破坏的能力，称作材料的机械性能。包括强度、塑性、弹性、脆性、断裂韧性、硬度等。 1．3．2.材料试验：机械性能试验、物理实验、化学实验。 1．3．3材料的机械性能试验：拉伸、压缩、弯曲、剪切、扭转、冲击、疲劳、蠕变、持久、松弛、磨损、硬度等试验。 1．3．3．1拉伸试验：又称拉力试验，是缓慢地在试样两端施加负荷，使试样的工作部分受轴向拉力，引起试样沿轴向伸长，一般进行到拉断为止。通过拉伸试验可测定材料的抗拉强度和塑性特性等。二、 试验机,水泥压力试验机,红砖压力试验机的分类材料试验机的分类方法很多，常见的有：a)按照出力源的类型分主要有电机、液压、气动、电磁等几种；b)按测量结束的指示类型分主要有数显、指针；c)按试样所受有载与时间的关系主要有：静太机和疲劳机。d)按控制方式分主要有开环控制(手动控制)和闭环控制(自动控制)对于闭环控制等觉的控制类型有：速度控制、载荷控制、变形控制、位置控制。e)按用途分主要有通用机(万能机)、专用机。

问题描述：冶金行业标准有哪些？解答：[font=宋体][color=black]冶金行业的标准有：有色金属、黑色金属、钢铁、粉末冶金、稀有金属、铜、铅锌、轻金属（铝、镁、钛等）等分析标准。[/color][/font]以上内容来自仪器信息网《[url=https://insevent.instrument.com.cn/t/yp][color=#3333ff]ICP-MS[/color][/url]实战宝典》

主要结构DYE-2000型混凝土压力试验机主要由主机、液压系统和测力单元等组成。1、 主机主要由上梁、立柱、调节丝杠及手轮、承压板、油缸和活塞等组成。丝杠末端与上压板间装有活动球座，操作时当上压板底面与试件顶面接触后，能自动适应试件高度方向的细微倾斜度，使两平面互相接触全面，从而使度件受力均匀。根据试件大小，可转动手轮和丝杠，以适当调节试验空间。下压板顶面上刻有定位线框，便于将试件放置在中心位置。2、 液压系统由液压泵、送油阀、回油阀、油箱、滤油器及油管等组成。液压泵为轴向五柱塞超高压泵，由电动机直联驱动，送油阀上设有安全阀，过载是可溢流，起安全作用。操纵送油阀手轮，可调节油缸进油量，以达所需加荷速率。打开回油阀，可使油缸内和油泵来的油全部流回油箱。3、 测力单元主要包括测控系统、打印机和压力传感器等。(详见所附《RFP-03智能测力仪使用说明书》4、 电气系统由电动机、启动按钮、停止按钮、交流接触器、熔断器等组成。使用方法　1 操作者必须熟悉DYE-2000型混凝土压力试验机机床操作顺序和性能，严禁超性能使用设备。2 操作者必须经过培训、考试或考核合格后，持证上岗。 　　3 开机前，按设备润滑图表注油，检查油路是否畅通。开启气阀调节系统压力、润滑压力、平衡缸压力，调节油雾装置。 　　4 检查变速箱油标油位，启动主电机空转5分钟后，寸动滑块至下死点，调节滑块高度，锁紧球头丝杆锁紧机构。 　　5 关闭机床电控总开关，关闭电控柜空气开关。 　　6 清洁机床，按设备润滑图表注油润滑混凝土压力机,水泥压力试验机，压力试验机：混凝土压力机主要用于测试混凝土、水泥、高强度砖、耐火材料等建筑材料试块的抗压强度,也可用于其他非金属材料的抗压强度的试验。混凝土压力试验机的横梁可以通过两个很长行程的提升装置进行调整，并且带有可靠的夹紧系统将横梁固定在高刚度的镀铬立柱上，这个设计可以使得可以进行快速、简便以及精确的横梁定位，在测试一些不同高度的试样的时候具有很好的优势。加载架具有很高的轴向和侧向刚度，经过精确调整，可以用于高级的建材测试。混凝土压力机,水泥压力试验机，压力试验机：混凝土试验机采用非常高刚度的四柱式结构加载架，单加载头设计，上下压力板都带有注油式球座装置。立柱经过镀铬处理，液压活塞经过硬化处理并且具有很高的表面加工精度以保证压力试验机的最高性能。弯折测试架上采用双向作动器，提供快速的控制方式并且可以用来测试高强混凝土。混凝土压力试验机采用非常高刚度的四柱式结构加载架，单加载头设计，上下压力板都带有注油式球座装置。加载立柱经过镀铬处理，液压活塞经过硬化处理并且具有很高的表面加工精度以保证试验机的最高性能。试验机经过精确调整，可以连接到带有低噪音液压源组的落地式控制器，或者式连接到其他的带有液压源的其他测量系统。

是否可以用火花直读光谱分析？网上查说要用ICP，不知道能有什么快捷的方法分析呢？谢谢！

是否可以用火花直读光谱分析？网上查说要用ICP，不知道能有什么快捷的方法分析呢？谢谢！

如题，请论坛朋友相助，谢谢：）出版社：化学工业出版社出版日期：2005年08月作者:刘军 佘正国

压力试验机作为压缩试验为主的静态力试验机，主要应用于橡胶、塑料板材、管材、异型材，塑料薄膜、电线电缆、防水卷材、金属丝等材料的各种物理机械性能测。压力试验机在日常使用中常常会有误差现象出现，那么如何去消除这些实验误差呢？ 压力试验机误差主要包括：试验机安装不正确产生的误差以及摩擦阻力产生的误差两大类，因此在消除误差是也应该从这两个方面着手。首先，在发现压力试验机出现实验误差是应该首先检查微机控制压力试验机的安装是否水平，如果同福哦检查以后发现误差是由于试验机安装不正确产生的误差，那么操作人员应该利用框式水平尺对主机在工作油缸外圈相互垂直的两个方向找平，对测力计在摆杆正面调整测力计前后水平，并将摆杆边缘与内侧刻线对齐固定，用水平尺靠在摆杆侧面调整机体左右水平，在确保微机控制压力试验机安装已经完全处于一个水平状态以后检查试验是否在存在误差。如果实验误差不是由于试验机安装导致的那么就很可能是由于试验机运行中产生的摩擦阻力导致的。此时操作人员应该对油缸内脏物进行放油清洗并更换粘度适宜的机油，检查测力计指示装置从动针的摩擦力是否过大，齿轮齿杆是否过脏，如果发现有上述情况出现，维护人员可以用汽油清洗并调整压紧螺丝及齿杆上限位片，并更换测力活塞上的皮带，从而最终消除试验误差，使试验机达到合格使用状态。 上述是对试验机误差消除的详细介绍，企业在日常使用压力试验机的过程中，应该注意检查是否有试验误差，发现问题，及时利用上述方法解决。

测试技术研究所承接摩擦磨损测试试验，提供摩擦学测试解决方案，提供摩擦学教学实践基地，有需要欢迎私我哦。 测试项目: 柴油的润滑性能 航空煤油的润滑性能 润滑剂（包括润滑油、润滑脂等润滑剂）的抗磨损性能及承载能力 固体润滑块的润滑性能 合金、粉末冶金等材料的磨损性能 塑料、尼龙、涂层、橡胶、陶瓷等材料的磨损性能 齿轮油的抗擦伤性能 齿轮弯曲疲劳强度及齿轮接触疲劳强度 材料表面接触疲劳及微动疲劳性能 特殊工况条件下的非标试验：高温、低温条件下的摩擦学性能；真空、N2、CO2等惰性气体环境下的摩　　擦学性能；电化学反应条件下的摩擦学性能；微动腐蚀条件下的摩擦学性能。

微机控制全自动压力试验机为固定横梁式结构YAD系列主机为单丝杠、电动调节试验空间结构。试验机主要用于水泥胶砂试体、混凝土、岩石、砌块等建筑材料及金属材料的压缩性能试验，配备相应附件可作弯曲性能试验。 试验机采用全数字测量控制系统，并配置了比例伺服阀，能够按试验方法要求自动控制试验过程，并自动处理试验数据。http://www.kx4u.net/upload/file/images/20111125090121.jpg特点： ◎ 根据试验力的大小分为两柱式及四柱式结构。门式框架刚度高、结构紧凑； ◎上压板上设有球面支座，确保试样两端面紧密接触，使受力均匀； ◎工作油缸—活塞间隙密封，密封性能好，摩擦力小。

Ⅰ 前言 岩石三轴试验是研究岩石力学的重要手段，岩石三轴试验数据是岩石力学的一个重要参数，它能比较完整的模拟岩土在原始地应力状态下的力学性能，是工程设计的重要依据。由于深部岩石处于复杂的应力状态，本身又是一种十分复杂的天然材料，在很多情况下，简单应力状态下的岩石应力试验不能完全反映工程实际中的岩体应力状态，必须充分认识复杂应力状态下岩石的力学性质。因此，开展三轴状态下的岩石试验研究显得十分重要。 岩石的力学性能指标与其试验方法密切相关，同时也与试验用仪器密切相关。为了能够获取准确的岩石力学性能指标，必须有一套精密的试验仪器和一套试验用的控制系统，这是取得可靠的岩石三轴试验数据的基础。目前市场上岩石三轴试验机价格不菲，利用本单位现有的试验机改制成岩石三轴试验机，这对节约经费和充分利用试验场地都具有实际意义。Ⅱ 岩石三轴试验机的改造2.1原压力试验机现状与研制思路 原压力试验机为广州生产的微机控制电液伺服万能试验机，试验机最大负荷600KN。根据目前工程建设和岩石三轴试验的方法，改装以后的岩石三轴试验机应符合以下特点：智能化程度高，实现岩石试验过程的自动控制，避免过多的人为干扰因素，提高试验的真实性、科学性，向智能化试验发展；岩石三轴试验机的围压、轴压必须能适应目前工程建设的需要；同时，仪器还必须一机多用，为复杂应力条件下的试验提供方便；构造简单，操作方便、还必须经济。 根据现有试验机的现状，决定利用原压力试验机的轴向加压系统，增加三轴压力室及围压加压系统、编制新的控制软件，但仍需保留压力试验机的完整性、独立性和原万能试验机的控制系统。2.2岩石三轴试验机的改装2.2.1侧向加载装置及测量控制系统 侧向加载装置及测量系统，主要由琴式液压源泵、侧向加载装置、压力室提升及固定装置、电气测量与控制系统等部分组成。液压源与琴台式机柜有机地组合在一起，同时，全自动采集控制器和电气拖动系统安装再机柜内部，整体布局简洁，操作舒适，占地面积小。液压源系统中，电磁换向阀选用日本YUKEN液压元件，溢流阀、减压阀、压力随动阀均采用美国SUNHYDRAULICS的浮动式插入阀。采用SUN的浮动式插入阀，在于阀尾端的自由浮动，藉此精密配合工作组件，减少对阀的安装扭矩的敏感度要求，避免阀芯卡住的可能，并提高了阀的使用寿命。作为电液伺服控制的核心元件，所采用的伺服阀均为进口意大利原装ATOS伺服阀。油泵采用德国进口ECKERLE内合齿轮泵，其具有超高压力，噪音低的特点。侧向加载装置选用高精度伺服阀对作动器进行控制，确保系统平稳、高效率传动围压，实现系统平稳加载。2.2.2压力室及试样装卸固定装置 改装后的岩石三轴压力室体积较小，灵活轻巧，一是适于装卸，二是可以减少侧向加压介质，减少试验准备时间，另外还可实现一机多用，不使用岩石三轴试验时可将压力室部分放置到固定支架上。 新型压力试验机结构采用目前比较先进的小型压力室设计思路，通过液压工程缸活塞的移动完成试样的装夹和卸样，且整个过程都是全自动控制；围压通过液压油充满内腔实现平稳逐级加载；试样与液压油之间采用特殊材料制成的内膜隔离，整个试验过程只需在支架上装夹试样，试验时讲该装置移动到主机框架内固定即可。设备改装完成验收时围压已达35MPa，在系统实际工作时控制最高围压为30MPa。2.2.3试验机的数据采集、测量系统 SY全自动通道闭环测控系统主要有载荷闭环、位移闭环和变形闭环3套独立的采集及控制模块组成。 试验载荷测量：采用高精度负荷传感器，配备高精度、高分辨率采样、放大系统及数字滤波系统、A/D转换器件，确保测力精度。 位移测量：通过测量作动器活塞的位移，反映出上下夹头间的却对位移，进而实现系统的位移控制，也可用于大变形材料的拉伸伸长测量。同时，通过使用高精度差动变压器式位移传感器，可提高试样变形的测量精度，并以该通道采集数据作为反馈量，实现真正意义上的变形控制。2.2.4试验机的控制系统 计算机全数字实时显示负荷、位移、变形、围压等工程量，可以显示载荷与时间、主应力差与主应力、主应力差与时间、轴位移与时间等各种试验曲线，并根据需要可以选择曲线，直观明了。压力试验机控制系统能自动标定试验机准确度，能够自动清零，能完成试验条件的试样参数及试验数据的采集和存储，试验过程具有过载等设定条件的保护功能，在整个试验过程中，自动实时存储试验数据，以防止突然停电时造成数据的丢失，试验完毕可对数据进行分析处理，打印图标及试验报告。 研制的岩石三轴试验机具有应力控制和应变控制界面，装有三轴蠕变试验的控制程序，可以进行软岩及深部固结土的三轴蠕变试验。可以看出，该岩石三轴试验机具有较强的试验功能，完全能满足目前工程建设的需要和符合有关标准。 2.2.5经济实用 岩石三轴试验机改装以后，在经费方面要比购置新设备节约40%左右，并且在软件控制方面根据试验的要求，本着方便、实用为原则，界面友好。Ⅲ 结 论 岩石三轴试验机改装完成以来，经过了有关专家的鉴定验收，已用于本科生的毕业设计和硕士生的学位论文等有关试验。使用证明：改装的岩石三轴试验机抗干扰能力强，精度高，机械运行平稳可靠，计算机控制程序功能强，能实现岩石三轴压缩强度试验的有关要求，围压控制平稳，并且节省费用，经济使用，达到了预期的改装研制目的。