近年來(lái),隨著混凝土質(zhì)量通病治理活動(dòng)的深入開展,精細(xì)化施工的要求得以貫徹;同時(shí),隨著新《公路工程交(竣)工驗(yàn)收辦法》的出臺(tái),鋼筋保護(hù)層厚度指標(biāo)已經(jīng)納入到質(zhì)量鑒定檢測(cè)參數(shù)中,可以預(yù)見,該指標(biāo)在我國(guó)工程界將日益得到重視。
一、鋼筋保護(hù)層定義
定義:受力主筋外邊緣到混凝土表面的垂直距離。
鋼筋混凝土設(shè)置鋼筋保護(hù)層,顧名思義,就是為了保護(hù)鋼筋防止銹蝕。
二、鋼筋保護(hù)層厚度的意義
鋼筋混凝土是由鋼筋及混凝土構(gòu)成的復(fù)合材料,鋼筋保護(hù)層是保證結(jié)構(gòu)正常使用的重要因素之一,其作用主要表現(xiàn)在三個(gè)方面:
(1)保證混凝土與受力主筋共同工作
(2)保護(hù)鋼筋不受腐蝕,增強(qiáng)結(jié)構(gòu)耐久性
(3) 保護(hù)構(gòu)件不因高溫影響而急劇喪失承載能力
三、造成鋼筋保護(hù)層超標(biāo)的原因
(1)鋼筋加工制作不到位
(2)安裝不到位,鋼筋骨架放置偏位
(3)鋼保墊塊安裝不到位
四、檢測(cè)方法
就現(xiàn)階段而言,多為采用建設(shè)部2008年10月1日實(shí)施的《混凝土中鋼筋檢測(cè)技術(shù)規(guī)程》(JGJ/T 152-2008)。具體檢測(cè)方法如下:
使用混凝土鋼筋檢測(cè)儀來(lái)檢測(cè)鋼筋保護(hù)層厚度,如下圖:
![](https://img50.chem17.com/9/20180709/636667514913870333964.png)
TST-GJ630
1、儀器性能要求
(1)檢測(cè)前應(yīng)采用校準(zhǔn)試件進(jìn)行校準(zhǔn),當(dāng)混凝土保護(hù)層厚度為10-50mm時(shí),混凝土保護(hù)層厚度檢測(cè)的允許誤差為±1mm。
2、測(cè)試數(shù)量
主要在交工驗(yàn)收質(zhì)量評(píng)定中有所明確,施工過程中進(jìn)行檢測(cè)的數(shù)據(jù)可在評(píng)定時(shí)采用。
(1)橋梁下部工程抽查不少于墩臺(tái)總數(shù)的20%且不少于5個(gè),墩臺(tái)數(shù)量少于5個(gè)時(shí)全部檢測(cè)。每種結(jié)構(gòu)型式抽查不少于1個(gè)。每墩臺(tái)測(cè)2-4處 。
(2)橋梁上部工程抽查不少于總孔數(shù)的20%且不少于5個(gè),孔數(shù)少于5個(gè)時(shí)全部檢測(cè)。每種結(jié)構(gòu)型式抽查不少于1個(gè)。每孔測(cè)2-4處。
(3)通常情況下,下部結(jié)構(gòu)每個(gè)構(gòu)件檢測(cè)20點(diǎn),上部結(jié)構(gòu)每個(gè)構(gòu)件檢測(cè)40點(diǎn)。
3、鋼筋位置確定后,應(yīng)按下列方法進(jìn)行鋼筋保護(hù)層厚度檢測(cè):
(1)首先應(yīng)設(shè)定儀器量程及鋼筋公稱直徑,沿被測(cè)鋼筋軸線選擇鄰鋼筋影響較小的位置,并應(yīng)避開模板接縫、鋼筋接頭和綁絲,讀取第1次檢測(cè)值。在被測(cè)鋼筋的同一位置應(yīng)重復(fù)檢測(cè)1次,讀取第2次檢測(cè)值
(2)當(dāng)同一處讀取的2個(gè)檢測(cè)值相差大于1mm時(shí),該組檢測(cè)數(shù)據(jù)應(yīng)無(wú)效,并查明原因,在該處應(yīng)重新進(jìn)行檢測(cè)。仍不滿足要求時(shí),應(yīng)更換鋼筋探測(cè)儀或采用鉆頭孔法驗(yàn)證( 注:必須按照鋼筋公稱直徑對(duì)應(yīng)進(jìn)行設(shè)置)。
(3)鋼筋保護(hù)層厚度計(jì)算公式
①鋼筋保護(hù)層厚度平均檢測(cè)值=(Ct1+ Ct2+2CC-2CO)/2
②鋼筋保護(hù)層厚度平均檢測(cè)值?第?測(cè)點(diǎn)鋼筋保護(hù)層厚度平均檢測(cè)值,到1mm;
③Ct1、Ct2?第1、2次檢測(cè)的鋼筋保護(hù)層厚度檢測(cè)值,至1mm;
④CC?鋼筋保護(hù)層修正值,為同一規(guī)格鋼筋的保護(hù)層厚度實(shí)測(cè)驗(yàn)證值減去檢測(cè)值,至0.1mm;
⑤CO?探頭墊塊厚度,至0.1mm;不加墊塊時(shí)CO=0。
五、影響檢測(cè)的主要因素
1、現(xiàn)場(chǎng)檢測(cè)時(shí),不按照有關(guān)規(guī)范標(biāo)準(zhǔn)選取構(gòu)件檢測(cè)的數(shù)量,而是以建筑面積的大小來(lái)確定構(gòu)件檢測(cè)的數(shù)量,使選取的構(gòu)件數(shù)量不滿足規(guī)范要求。如有些面積較小的單位工程只選取1~2個(gè)構(gòu)件,未達(dá)受檢構(gòu)件低應(yīng)占總構(gòu)件數(shù)量的2%且不少于5個(gè)構(gòu)件的要求;有些單位工程在檢測(cè)時(shí)選取的構(gòu)件中懸挑構(gòu)件所占比例低于50%;有些單位工程未按結(jié)構(gòu)構(gòu)件的重要性抽取構(gòu)件,而是在同一樓層或同一單元隨意抽取,無(wú)代表性可言;
2、現(xiàn)場(chǎng)檢測(cè)時(shí),被檢測(cè)構(gòu)件的基準(zhǔn)面平整度太差,特別是懸挑陽(yáng)臺(tái)的頂面和室內(nèi)樓板的頂面未進(jìn)行認(rèn)真處理,就直接在其上面進(jìn)行檢測(cè),使得檢測(cè)數(shù)據(jù)忽高忽低,離散值過大,成為無(wú)效數(shù)據(jù)。
3、現(xiàn)場(chǎng)檢測(cè)時(shí),檢測(cè)儀器操作不標(biāo)準(zhǔn)、不規(guī)范,比如儀器的掃描探頭移動(dòng)速度太快或太慢都不能保證探頭在鋼筋的正上方,取得的數(shù)據(jù)誤差較大,不能真實(shí)反映所測(cè)構(gòu)件的保護(hù)層厚度。
4、檢測(cè)框架結(jié)構(gòu)的梁類構(gòu)件時(shí),在底部填充墻砌筑之前,未及時(shí)進(jìn)行檢測(cè),后造成事實(shí)上無(wú)法檢測(cè),或只能檢測(cè)底部無(wú)砌體的外露構(gòu)件,使檢測(cè)失去代表性。
5、現(xiàn)場(chǎng)檢測(cè)時(shí),構(gòu)件的檢測(cè)位置選擇不當(dāng)。比如檢測(cè)框架結(jié)構(gòu)的梁類構(gòu)件時(shí),事前對(duì)鋼筋的位置、接頭及箍筋加密區(qū)缺乏深入細(xì)致的了解,未避開梁柱節(jié)點(diǎn)等鋼筋密集區(qū),往往會(huì)出現(xiàn)檢測(cè)到的鋼筋根數(shù)大于實(shí)際根數(shù),引發(fā)誤判,或成為無(wú)效數(shù)據(jù)。
6、現(xiàn)場(chǎng)檢測(cè)時(shí),對(duì)于等截面、等跨度、等配筋的相交梁,未仔細(xì)分析正確區(qū)分哪一道梁的鋼筋在上,哪一道梁的鋼筋在下,有時(shí)會(huì)造成某道梁的保護(hù)層超厚與實(shí)際不符。
7、現(xiàn)場(chǎng)檢測(cè)時(shí),在合格率達(dá)到80%以上、90%以下時(shí),未按照有關(guān)標(biāo)準(zhǔn)及時(shí)加大取樣數(shù)量重新評(píng)定。檢測(cè)不合格時(shí),也無(wú)相應(yīng)的處理方案和措施,使現(xiàn)場(chǎng)檢測(cè)從根本上失去了意義。
六、質(zhì)量評(píng)定
質(zhì)量評(píng)定在交通行業(yè)均以質(zhì)量檢驗(yàn)/評(píng)定標(biāo)準(zhǔn)控制,如:《公路工程質(zhì)量檢驗(yàn)評(píng)定標(biāo)準(zhǔn)》(JTG F80/1-2004)。但是該規(guī)范中鋼筋加工及安裝多指鋼筋的工序檢查(即工前檢查:在混凝土鋼筋綁扎、立模結(jié)束未澆筑前的檢查,檢測(cè)方法采取尺量測(cè),其檢查相對(duì)容易,測(cè)點(diǎn)數(shù)量較多。而對(duì)施工后鋼保檢測(cè)未明確檢測(cè)方法及合格率。矛盾點(diǎn)在于:
1、新的交竣工驗(yàn)收辦法已將鋼保納入到交竣工驗(yàn)收必檢項(xiàng)目,而目前質(zhì)量檢驗(yàn)評(píng)定標(biāo)準(zhǔn)中缺乏對(duì)其檢測(cè)頻率、合格率方面的要求,造成工程技術(shù)人員無(wú)法落實(shí)執(zhí)行。2008年4月,交通運(yùn)輸部下發(fā)文件:交質(zhì)監(jiān)發(fā)[2008]52號(hào) 《關(guān)于印發(fā)公路水運(yùn)工程質(zhì)量安全督查辦法的通知》中附件3要求。
2、望東大橋做法:
(1)施工前:依據(jù)JTGF80/1-2004,在模板安裝過程中抽檢合格率應(yīng)達(dá)90%
a. 柱、梁、肋:±5mm
b. 基礎(chǔ)、錨碇、墩臺(tái): ±10mm
c.板: ±3mm
(2)施工后:依據(jù)交質(zhì)監(jiān)發(fā)[2008]52號(hào)文件,采用電磁法檢測(cè),特征值與設(shè)計(jì)值的比值應(yīng)為0.9-1.3,滿足為合格,并計(jì)算合格率,抽檢合格率應(yīng)達(dá)85%。
3、再看看國(guó)標(biāo)要求,對(duì)鋼筋混凝土保護(hù)層厚度的要求
國(guó)標(biāo)GB50010-2010《混凝土結(jié)構(gòu)設(shè)計(jì)規(guī)范》在強(qiáng)制性條文中明確規(guī)定:縱向受力的普通鋼筋及預(yù)應(yīng)力鋼筋,其混凝土保護(hù)層小厚度(鋼筋外邊緣至混凝土表面距離)不應(yīng)小于鋼筋的公稱直徑,且應(yīng)符合表9.2.1的規(guī)定。
表9.2.1縱向受力鋼筋的混凝土保護(hù)層小厚度(mm)
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*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)
注:基礎(chǔ)中縱向受力鋼筋的混凝土保護(hù)層厚度不應(yīng)小于40mm;當(dāng)無(wú)墊層時(shí)不應(yīng)小于70mm。
國(guó)標(biāo)GB50204-2015《混凝土結(jié)構(gòu)工程施工質(zhì)量驗(yàn)收規(guī)范》特別提出了對(duì)鋼筋保護(hù)層厚度的檢驗(yàn),對(duì)檢驗(yàn)的結(jié)構(gòu)部位和構(gòu)件數(shù)量及驗(yàn)收方法,都做了明確的說(shuō)明,并對(duì)檢驗(yàn)的允許偏差范圍做了規(guī)定:鋼筋保護(hù)層厚度檢驗(yàn)時(shí),縱向受力鋼筋保護(hù)層厚度的允許偏差,對(duì)梁類構(gòu)件為+5mm,-5mm;對(duì)板類構(gòu)件為+3mm,-3mm。
六、結(jié)束語(yǔ)
由此可見,結(jié)構(gòu)實(shí)體的鋼筋保護(hù)層厚度進(jìn)行檢測(cè),對(duì)于加強(qiáng)施工質(zhì)量的控制,保證結(jié)構(gòu)耐久性、安全性有著非常重要的作用。