產(chǎn)地類別 |
進(jìn)口 |
價(jià)格區(qū)間 |
面議 |
應(yīng)用領(lǐng)域 |
環(huán)保,化工,地礦,能源,建材 |
混凝土修復(fù)的質(zhì)量取決于修復(fù)材料和基底之間的附著力強(qiáng)度,拉拔測(cè)試*泛用于評(píng)估粘合強(qiáng)度。瑞士Proceq DY-2 系列拉拔測(cè)試儀涵蓋了整個(gè)拉拔應(yīng)用范圍,它擁有的便利操作并可存儲(chǔ)、記錄所有測(cè)試?;谒袠?biāo)準(zhǔn)規(guī)定的加載速率值,它配有集成反饋控制電機(jī),從而為重復(fù)次數(shù)最多的結(jié)果提供全自動(dòng)測(cè)試。
瑞士Proceq自動(dòng)拉拔測(cè)試儀DY-2系列涵蓋了整個(gè)拉拔應(yīng)用范圍,它擁有操作便利性和存儲(chǔ)所有測(cè)試記錄的*性能。
在建筑行業(yè)中,拉拔測(cè)試是應(yīng)用*的一種試驗(yàn)方法。有大量標(biāo)準(zhǔn)專用于這種方法,這一點(diǎn)就可以看出。
我們?cè)缫阎?,在恒定加載速率應(yīng)用中,對(duì)拉拔測(cè)試結(jié)果造成影響的主要因素是操作人員的影響。而這種配有集成反饋控制電機(jī)的DY-2在可驗(yàn)證的恒定加載速率的情況下進(jìn)行了*自動(dòng)化測(cè)試,從而*消除了這種變化因素。
DY-2 可以記錄技術(shù)規(guī)范所需的每個(gè)測(cè)試參數(shù)。
● 測(cè)試時(shí)間和日期
● 測(cè)試盤尺寸
● 最大加載
● 粘合強(qiáng)度自動(dòng)計(jì)算
● 圖形顯示加載速率
● 完整測(cè)試時(shí)間
● 失效模式
第一次使用時(shí),操作人員可以提供拉拔測(cè)試的所有記錄,證明測(cè)試是根據(jù)適用標(biāo)準(zhǔn)執(zhí)行的。
瑞士Proceq DY-2 系列拉拔測(cè)試儀應(yīng)用范圍:
根據(jù)最大拉力,可以將 DY-2 分為三種類型。這涵蓋了整個(gè)拉拔應(yīng)用范圍(例如 Ø 50mm 測(cè)試盤):
1、DY-206
● 拉力:0.6 - 6 kN;135 - 1349 lbf
● 測(cè)試盤Ø50mm:0.3 - 3.1 MPa;44 - 443 psi
● 最大拉動(dòng)速度:4.65 mm/min;0.183 inch/min
2、DY-216
● 拉力:1.6 - 16 kN;360 - 3597 lbf
● 測(cè)試盤Ø50mm: 0.81 - 8.1MPa;118 - 1182 psi
● 最大拉動(dòng)速度:4.65 mm/min;0.183 inch/min
3、DY-225
● 拉力:2.5 - 25 kN;562 - 5620 lbf
● 測(cè)試盤Ø50mm:1.3 - 12.7 MPa;185 - 1847 psi
● 最大拉動(dòng)速度:2.2 mm/min;0.086 inch/min
DY-206 提高了灰漿和打底測(cè)試粘合強(qiáng)度等低強(qiáng)度應(yīng)用的精度。
DY-216 涵蓋了大多數(shù)應(yīng)用。
DY-225 應(yīng)用于強(qiáng)度*的應(yīng)用,比如測(cè)試混凝土結(jié)構(gòu)上的纖維強(qiáng)化聚合物(例如 ASTM D 7522/D 7522M-09)或測(cè)試維修和上覆材料(例如 ASTM C 1583)的粘合強(qiáng)度。
適用標(biāo)準(zhǔn)
為了進(jìn)一步說明其應(yīng)用范圍廣,DY-2 遵守了以下各種標(biāo)準(zhǔn)。
EN 1542,EN 1015-12,EN 1348,ISO 4624,
BS 1881 Part207,ASTM D 4541,ASTM C 1583,
ASTM D 7234-05,ASTM D 7522,ZTV-SIB 90,
JGJ126-2000,JGJ144-2004,JGJ110-2008
Proceq DY-2 已依照“EN ISO 7500-1 附件 C - 試驗(yàn)機(jī)分類的
備選方法”進(jìn)行校準(zhǔn)。
校準(zhǔn)儀器所需的軟件包括在 DY-Link 中。
![](https://img76.chem17.com/7ddc5fa60bd6ade8339fa8390f08595625ceff46cd17f052861c12c4d37f127fc37a827f11ac9f4c.png)
瑞士Proceq DY-2 系列拉拔測(cè)試儀?技術(shù)規(guī)格:
● 最大沖程:5mm
● 校準(zhǔn)精度:EN ISO 7500-1 級(jí)別(如在最大接力的20%以上,則精度可達(dá)±1%)
● 內(nèi)存容量:100 次測(cè)量
● 電池容量:1500 mAh, 3.7V(最少 80 次測(cè)試)
● 充電器:A 型 USB (5V, 100mA)
● 重量:4.5 kg
● 外殼尺寸:109 x 240 x 205.5 mm
● 操作溫度:-10 到 50°C(14 到 122°F)
● 存儲(chǔ)溫度:-10 到 70°C (14 到 158°F)
● IP:等級(jí) IP54
簡(jiǎn)單操作
選擇“單位”
![](data:image/png;base64,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)
選擇“測(cè)試盤”尺寸
![](data:image/png;base64,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)
選擇“加載速率”
![](data:image/png;base64,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)
開始“測(cè)試”
![](data:image/png;base64,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)
結(jié)果
![](data:image/png;base64,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)
失效模式報(bào)告
大多數(shù)拉拔測(cè)試標(biāo)準(zhǔn)需要操作人員記錄失效模式。DY-2 可以使信息和測(cè)試結(jié)果一起保存
加載速率報(bào)告:DY-Link 軟件
DY-2 提供了證明文件,證明測(cè)試實(shí)際上是在規(guī)定加載速率下執(zhí)行的。
加載速率曲線和測(cè)試結(jié)果一起保存,它可以下載到 PC 生成報(bào)告;或在測(cè)試期間,如果 DY-2 連接 PC,也可以對(duì)其進(jìn)行實(shí)時(shí)觀察。
測(cè)試盤尺寸
根據(jù)應(yīng)用和待測(cè)材料,標(biāo)準(zhǔn)一系列測(cè)試盤尺寸。Proceq 提供了所有測(cè)試盤尺寸。
訂購信息:
DY-2裝置 |
產(chǎn)品編號(hào) | 產(chǎn)品描述 |
346 10 000 | DY-206拉拔測(cè)試儀大拉力達(dá)6 kN(1349 lbf)、包括牽引螺栓M10、鋁制測(cè)試盤Ø50mm/M10、帶USB線充電器、軟件、使用說明書、校準(zhǔn)證書和便攜式儀器箱。 |
346 20 000 | DY-216拉拔測(cè)試儀大拉力達(dá)15.5 kN(3485 lbf)、包括牽引螺栓M10、鋁制測(cè)試盤Ø50mm/M10、帶USB線充電器、軟件、使用說明書、校準(zhǔn)證書和便攜式儀器箱。 |
346 30 000 | DY-225拉拔測(cè)試儀大拉力達(dá)25 kN(5620 lbf)、包括牽引螺栓M10、鋁制測(cè)試盤Ø50mm/M10、帶USB線充電器、軟件、使用說明書、校準(zhǔn)證書和便攜式儀器箱。 |
測(cè)試盤和配件 |
產(chǎn)品編號(hào) | 產(chǎn)品描述 |
346 10 500S | 鋼制測(cè)試盤,Ø50mm/M10,10個(gè)組 |
346 10 501S | 鋁制測(cè)試盤,Ø50mm/M10,10個(gè)組 |
346 10 502S | 鋁制測(cè)試盤,Ø20mm/M10,10個(gè)組 |
346 10 503S | 鋁制測(cè)試盤,50x50mm/M10,10個(gè)組 |
346 10 504S | 鋁制測(cè)試盤,40x40mm/M10,10個(gè)組 |
346 10 505S | 鋁制測(cè)試盤,Ø100mm/M10,3個(gè)組 |
346 10 506S | 鋁制測(cè)試盤,100x100mm/M10,3個(gè)組 |
346 10 507S | 鋁制測(cè)試盤,Ø75mm/M10,5個(gè)組 |
346 10 508S | 鋼制測(cè)試盤,100x100x8mm/M10,3個(gè)組 |
346 10 509S | 鋼制測(cè)試盤,95x45x8mm/M10,5個(gè)組 |
346 10 511S | 鋼制測(cè)試盤,40x40mm/M10,10個(gè)組 |
346 10 530 | 大型測(cè)試盤適配板 |
346 10 251 | 全套電池組 |