商铺名称：上海畅风实验仪器有限公司
联系人：陈先生（先生）
联系手机：
固定电话：
企业邮箱：616353008@qq.com
联系地址：上海市闵行区闵北路88弄1-30号第22幢AG105室
邮编：201100
联系我时，请说是在机床母机网上看到的，谢谢！
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Impact speed: 3.8 m/s
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Impact energy: 15.0 J / 50.0 J (optional)
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Impact pendulum moment: M??.? = 8.03848 N·m; M??.? = 26.79492 N·m
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Maximum friction loss energy: <0.5%
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Pendulum pre-lift angle: 150°
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Distance from impact center to supports: 395 mm
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Radius of impact blade rounded edge: (R2±0.5) mm
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Angle of impact blade: (30±1)°
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Radius of jaw rounded edge: (R1.0±0.1) mm
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Thickness of pendulum impact blade: ≤10 mm
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Power supply: 220×(1-15%) VAC – 220×(1+10%) VAC, 50 Hz, 100 W (single-phase three-wire system)
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Dimensions: 800 mm×500 mm×1000 mm
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Weight: 80 kg
数显简支梁冲击试验机生产厂家
简支梁冲击试验机
概述：
本试验机主要用于硬质塑料（包括板材、管材、塑料异型材）、增强尼龙、玻璃钢、陶瓷、铸石、电绝缘材料等非金属材料冲击韧性的测定。广泛应用于化工行业、科研单位、大专院校质量检测等部门。
本仪器满足主要技术参数完全符合ISO179、GB/T1043、GB/T18743、GB/T2611、JB/T8762、DIN8078、和Q/QJAR521标准的要求。是一种结构简单、操作方便、数据准确可靠的冲击试验机。
工作原理：
用已知能量的摆锤打击支承成水平梁的试样，由摆锤一次冲击使试样破坏，冲击线位于两支座正中，以冲击前、后摆锤的能量差，确定试样在破坏时所吸收的能量，然后按试样原始横截面积计算其冲击强度。
主要技术参数：
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冲击速度 |
3.8m/s |
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冲击能量 |
15.0J/50.0J(选配) |
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冲击摆力矩 |
M15.0=8.03848N.m M50.0=26.79492N.m |
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最大摩擦损失能量 |
＜0.5% |
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摆锤预扬角 |
1500 |
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打击中心距 |
395mm |
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冲击刀刃圆角半径 |
(R2±0.5)mm |
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冲击刀刃夹角 |
(30±1)0 |
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钳口圆角半径 |
(R1.0±0.1)mm |
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摆锤冲击刀刃厚度 |
≤10mm |
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电源 |
220x(1-15%)VAC-220x(1+10%)VAC, 50Hz 100W（单相三线制） |
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尺寸 |
800mm*500mm*1000mm |
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重量 |
80KG |
数显简支梁冲击试验机生产厂家
Charpy Impact Testing Machine
Overview
This testing machine is primarily used for determining the impact toughness of non-bllic materials, including rigid plastics (plates, pipes, plastic profiles), reinforced nylon, fiberglass reinforced plastic (FRP), ceramics, cast stone, and electrical insulating materials. It is widely used in chemical industries, research institutions, universities, and quality inspection departments.
This instrument fully complies with the requirements of standards such as ISO 179, GB/T 1043, GB/T 18743, GB/T 2611, JB/T 8762, DIN 8078, and Q/QJAR 521. It is a simple-structured, easy-to-operate, and reliable impact testing machine with accurate data.
Working Principle
A pendulum hammer with known energy strikes a specimen supported as a horizontal beam. The specimen is broken by a single impact, with the impact line located at the midpoint between the two supports. The energy absorbed by the specimen during failure is determined by the energy difference before and after the impact. The impact strength is then calculated based on the original cross-sectional area of the specimen.
