mẫu phiếu kiểm tra chất lượng sản phẩm

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... Đoàn kiểm tra có nhiệm vụ kiểm tra chất lượng sản phẩm trong sản xuất tại………… (4) ………………………… - Nội dung kiểm tra: ………… - Đối tượng kiểm tra: Sản phẩm …………. - Chế độ kiểm tra: - Thời gian kiểm ... Luật Chất lượng sản phẩm, hàng hóa; Căn cứ Thông tư số 16/2012/TT-BKHCN ngày 27 tháng 8 năm 2012 của Bộ trưởng Bộ Khoa học và Công nghệ quy định việc kiểm tra chất lượng sản phẩm trong sản xuất; ... ………, ngày tháng năm 20 QUYẾT ĐỊNH Về việc kiểm tra chất lượng sản phẩm trong sản xuất THẨM QUYỀN BAN HÀNH (1) Căn cứ Luật Chất lượng sản phẩm, hàng hóa ngày 21 tháng 11 năm 2007; Căn...

... 1UCL = S1 + 31c2(n)− 1Khi lˆa.p bi’ˆeu ¯d`ˆo ki’ˆem so´at X, ph’ai ki’ˆem tra r`˘ang k ¯dˆo.lˆe.ch tiˆeu chu’ˆan S1, S2, . . . , Skc’ua c´ac nh´om con ph’ai ... l`aLCL(X) = 29, 731; UCL(X) = 42, 149LCL(S) = −0, 386; UCL(S) = 9, 087 122 Ch ’u ’ong 7. Ki’ˆem tra ch´ˆat l’u’ong s’an ph’ˆamGi´’oi ha.n ki’ˆem so´at d’u´’oi v`a gi´’oi ... cho b’’oiLCL = F − 3F (1 − F )n; UCL = F + 3F (1 − F )nBˆay gi`’o ta ki’ˆem tra xem t’y s´ˆo nh´om con F1, F2, . . . , Fkc´o r’oi v`ao gi˜’ua c´ac gi´’oi...

... t´ˆat c’a c´ac nh´om cons´ˆo s’an ph’ˆam trong c´ac nh´om con 116 Ch ’u ’ong 7. Ki’ˆem tra ch´ˆat l’u’ong s’an pham1.2 Tru`ong ho.p chua biet à v`a Ta seuoc ... =+∞0e−y2.yn−12−12n−12Γ(n−12)dy =+∞0e−y2.yn2−12n−12.Γ(n−12)dy Ch ’u ’ong 7KI’ˆEM TRA CH´ˆAT L’U.’ONG S’AN PH’ˆAMTrong m˜ˆoi qu´a tr`ınh s’an xu´ˆat th’u`’ong ... c’ua nh´om th´’u i. T´’uc l`aX1=X1+ . . . + Xnn113 126 Ch ’u ’ong 7. Ki’ˆem tra ch´ˆat l’u’ong s’an ph’ˆam4. D˜’u liˆe.u sau gi´’oi thiˆe.u s´ˆo khi´ˆem...

... 05 tháng 11 năm 2007 của Bộ trưởng Bộ Lao động - Thương binh và Xã hội) STT Tên sản phẩm, hàng hoá Căn cứ kiểm tra (đối với tiêu chuẩn là các chỉ tiêu về an toàn, vệ sinh, sức khỏe con người,...

... định tổ chức thực hiện kiểm tra chất lượng sản phẩm, hàng hoá;Căn cứ kết quả đánh giá của Hội đồng đánh giá năng lực của các Tổ chức được chỉ định kiểm tra chất lượng sản phẩm, hàng hoá (được ... tâm kiểm định kỹ thuật an toàn Quân đội, địa chỉ số 11B, phố Hoàng Sâm, phường Nghĩa Đô, quận Cầu giấy, Hà Nội thực hiện việc kiểm tra chất lượng sản phẩm, hàng hoá.Điều 2. Phạm vi sản phẩm, ... 2007 QUYẾT ĐỊNHVề việc chỉ định tổ chức kiểm tra chất lượng sản phẩm, hàng hoá BỘ TRƯỞNG BỘ LAO ĐỘNG - THƯƠNG BINH VÀ XÃ HỘI Căn cứ Pháp lệnh Chất lượng hàng hoá ngày 24 tháng 12 năm 1999;Căn...

... n`ay l`aLCL = X −3S√nc(n)UCL = X +3S√nc(n)Ta s˜e th’u.c hiˆe.n viˆe.c ki’ˆem tra trung b`ınh c’ua c´ac nh´om con. N´ˆeu nh´om con n`ao m`agi´a tri.trung b`ınh khˆong ... ta loa.i ra v`a th’u.c hiˆe.n’u´’oc l’u’o.ng la.i. Ti´ˆep tu.c ki’ˆem tra l`ˆan n˜’ua sao cho gi´a tri.trung b`ınh c’ua c´ac nh´om conr’oi v`ao gi˜’ua ... 1222 ì 0, 9213= 2, 868UCL = 3, 067 +3 × 0, 1222 × 0, 9213= 3, 266 114 Ch ’u ’ong 7. Ki’ˆem tra ch´ˆat l’u’ong s’an ph’ˆamX2=Xn+1+ . . . + X2nnX3=X2n+1+ . . . + X3nnV`...

... 118 Ch ’u ’ong 7. Ki’ˆem tra ch´ˆat l’u’ong s’an ph’ˆamTa th´ˆay t´ˆat c’a Xi¯d`ˆeu r’oi v`ao gi˜’ua ... b`˘ang1.PE(Si) − 3V ar(Si) < Si< E(Si) + 3V ar(Si)≈ 0, 99 Ch ’u ’ong 7KI’ˆEM TRA CH´ˆAT L’U.’ONG S’AN PH’ˆAMTrong m˜ˆoi qu´a tr`ınh s’an xu´ˆat th’u`’ong ... 1UCL = S1 + 31c2(n)− 1Khi lˆa.p bi’ˆeu ¯d`ˆo ki’ˆem so´at X, ph’ai ki’ˆem tra r`˘ang k ¯dˆo.lˆe.ch tiˆeu chu’ˆan S1, S2, . . . , Skc’ua c´ac nh´om con ph’ai...

... Máy kiểm tra mạng nổ mìn điện. Ngoài ra, nhóm nghiên cứu đề tài cũng đề cập một số nét sơ lược hoạt động đánh giá sự phù hợp đối với các sản phẩm hóa chất, sản phẩm dệt may có chứa hàm lượng ... kim, khai khoáng, hóa chất, dầu khí. - Thực hiện kiểm tra, kiểm định chất lượng sản phẩm, hàng hóa và thiết bị công nghiệp theo quy định của pháp luật. - Thực hiện kiểm toán, tư vấn, chuyển ... Than - Khoáng sản Việt Nam (TKV), sản lượng khai thác than đang tăng với tốc độ rất nhanh. Năm 2009, sản lượng khia thác than đạt 43 triệu tấn và dự kiến đến hết năm 2010, sản lượng khai thác...

... CÔNG TÁC KIỂM TRA CHẤT LƯNG SẢN PHẨM BÀI 1 : KHÁI NIỆM VỀ CHẤT LƯNG SẢN PHẨM - HỆ THỐNG KIỂM TRA CHẤT LƯNG SẢN PHẨM I. Chất lượng sản phẩm: 1. Tính chất của sản phẩm : Tính chất là ... I. Các nguyên tắc kiểm tra chất lượng sản phẩm 25 II. Nội dung kiểm tra 25 III. Phương pháp kiểm tra 26 IV. Dụng cụ kiểm tra 26 V. Các điều kiện để kiểm tra chất lượng sản phẩm có hiệu quả ... 1MỤC LỤC Trang Lời nói đầu 3 Phần 1: Kiến thức chung về công tác kiểm tra chất lượng sản phẩm 4 BÀI 1: Khái niệm về chất lượng sản phẩm – Hệ thống kiểm tra chất lượng sản phẩm 4 I....

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...

... bớc kiểm tra chất lợng sản phẩm - Bớc 1: Đo đạc, định cỡ, thử nghiệm các đặc tính. - Bớc 2: So sánh với tiêu chuẩn.- Bớc 3: Phân loại sản phẩm. 2.1.3. Kiểm soát chất lợng sản phẩm Kiểm tra chất ... thuật, tổ chức sản xuất cho một sản phẩm là ghế mỹ nghệ cao cấp ở khâu hoàn thiện sản phẩm phục vụ cho việc kiểm soát chất lợng sản phẩm nhằm nâng cao chất lợng và hạ giá thành sản phẩm. 5. Nội ... nghiệp nhằm đáp ứng yêu cầu chất lợng sản phẩm. Để kiểm tra chất lợng đòi hỏi chúng ta phải kiểm soát đợc mọi yếu tố ảnh hởng tới quá trình tạo ra chất lợng sản phẩm. Việc kiểm soát này chính là...