0
  1. Trang chủ >
  2. Kỹ Thuật - Công Nghệ >
  3. Kĩ thuật Viễn thông >

Design of Steel Structures Part 4 pps

DESIGN OF MASONRY STRUCTURES Part 4 ppsx

DESIGN OF MASONRY STRUCTURES Part 4 ppsx

... isdifficult to apply them in particular cases in the absence of test results forthe materials being used. 4. 4 .4 Section 4: design of masonry(a) General stabilityInitial provisions of this section call ... middle fifth of the wall Φm can be determined from Fig. 4. 6using values of hef/tef and emk/t. Figure 4. 6, used in EC6, is equivalentto Fig. 4. 4, used in BS 5628, to obtain values of Φ and ... the absence of more precise data, the shear modulus may beassumed to be 40 % of E.Table 4. 7 Values of fvk0 and limiting values of fvk for general-purpose mortar (EC6)a©20 04 Taylor &...
  • 20
  • 351
  • 0
Inspection, Evaluation and Repair of Steel Structures Part 4 ppsx

Inspection, Evaluation and Repair of Steel Structures Part 4 ppsx

... radiation beam, and accessibility to both sides of the parts to be inspected is required. EM 1110-2-60 54 1 Dec 01 4- 4 Figure 4- 2. Corrosion of rivet heads (2) Ultrasonic inspection. ... inspection of welds. The most commonly used frequencies are between 1 and 5 MHz, with sound beams at angles of 0, 45 , 60, and 70 degrees. During application of the method, all surfaces of the part ... should be free of weld spatter, dirt, grease, oil, paint, and loose scale. Applicable guidance documents include ASTM A435/A435M, ASTM A577/A577M, ASTM E1 14, ASTM E1 64, ASTM E2 14, ASTM E1316,...
  • 14
  • 287
  • 0
Inspection Evaluation And Repair Of Steel structures Part 4 docx

Inspection Evaluation And Repair Of Steel structures Part 4 docx

... 21.0 11.0 3.9 83 (12) 147 71.0 35.0 27.0 12.0 6 .4 2.2 97 ( 14) 92 44 .0 22.0 17.0 7.5 4. 0 1 .4 110 (16) 62 30.0 15.0 ... E’ 41 (6) 1,170 560.0 82.0 2 14. 0 94. 0 51.0 18.0 55 (8) 49 5 238.0 119.0 90.0 40 .0 22.0 7.6 69 (10) 250 122.0 61.0 46 .0 ... periodic inspection of hydraulic steel structures, if necessary. These methods, discussed in Chapter 4, include dye penetrant, magnetic particle, or eddy-current methods for inspection of cracks, and...
  • 10
  • 484
  • 0
Inspection Evaluation And Repair Of Steel structures Part 10 ppsx

Inspection Evaluation And Repair Of Steel structures Part 10 ppsx

... src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAAAvkAAATaCAIAAABHNu6NAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42u3dfaxkZWH48ec012DcKiJeJHW1u8US3PCyTdEaVjszBWkatFBeQsXGxKZYW42mtk0a+8ecwaSNSWsjJtqmSf/AIhQDRMoWtl32ngEuSiqlhS19C+xCl/ByacSVNWzYZn5/PN3nd5y5e3fuvXPnzjzz+fxBLrP3ZebcuXO+85znPKfo9XqBjXHaaae9/PLLY/txF1100eLios0OAHVzNsHGefnllw8cODC2H7dlyxbbHAD6FMZ1NsixY8de97rX2bwAsLl+zCbYIIcOHXrzm99sOwCA1snTD3/4wwsuuMB2AACtk6eHH3 741 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 343 hPDYY4/1nXh16NCh8 847 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 544 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 844 w3YY227JZJ1k7969Juus0wMPPLBz585cRz663e6VV17pt4zWYb1++MMfvu1tb7MdRujVV1/94he/uLi4OLhbmsHJOkeOHPmN3/iNwQuuxakYJusM6emnn/7EJz4RzySou/XWW6+99tppf3R/8id/8vWvf33ZZ0iWV/hC6zBu//mf/9lsNm2HUbnpppve8Y53/MEf/MFVV13Vt2fKeA7piXz1q189//zzq6q67777vvGNb9T/aWFh4S1veYvJOid17NixT3/60zt37vzLv/zL66+/vu9f9+zZc9lll03vo/unf/qns 846 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 344 fnzRRRd5eqzNZz7zmXe+850hhPyOis7Pz990000vvPBCMFmHiXrtsgmmwhe/+MWFhYWHHnqo7+XjkUceOf30022fDfV7v/d7995772/+5m/aFHFn1u12v/3tb9uTrScZu91us9n81V/91fwe3Yc//OFf+7VfM5eLieIY1hR48skn3/Wud4UQLr 744 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 644 YZiM1xwwQWeDABMi6LX69kKAECujOsAADmbswk2wrFjxw4dOrTar9q6devc3Ib8Ro4cObK0tLT+77Nly5b5+Xm/XwCmiGNYG+KWW2657rrrVvtV//qv/7pjx46NuD+XX375XXfdtf7vc8kll/zDP/yD3y8AWmfWXX755Y1G4 3Of+ 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 746 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 04+ 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 944 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 ... src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAAAvkAAATaCAIAAABHNu6NAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42u3dfaxkZWH48ec012DcKiJeJHW1u8US3PCyTdEaVjszBWkatFBeQsXGxKZYW42mtk0a+8ecwaSNSWsjJtqmSf/AIhQDRMoWtl32ngEuSiqlhS19C+xCl/ByacSVNWzYZn5/PN3nd5y5e3fuvXPnzjzz+fxBLrP3ZebcuXO+85znPKfo9XqBjXHaaae9/PLLY/txF1100eLios0OAHVzNsHGefnllw8cODC2H7dlyxbbHAD6FMZ1NsixY8de97rX2bwAsLl+zCbYIIcOHXrzm99sOwCA1snTD3/4wwsuuMB2AACtk6eHH3 741 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 343 hPDYY4/1nXh16NCh8 847 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 544 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 844 w3YY227JZJ1k7969Juus0wMPPLBz585cRz663e6VV17pt4zWYb1++MMfvu1tb7MdRujVV1/94he/uLi4OLhbmsHJOkeOHPmN3/iNwQuuxakYJusM6emnn/7EJz4RzySou/XWW6+99tppf3R/8id/8vWvf33ZZ0iWV/hC6zBu//mf/9lsNm2HUbnpppve8Y53/MEf/MFVV13Vt2fKeA7piXz1q189//zzq6q67777vvGNb9T/aWFh4S1veYvJOid17NixT3/60zt37vzLv/zL66+/vu9f9+zZc9lll03vo/unf/qns 846 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 344 fnzRRRd5eqzNZz7zmXe+850hhPyOis7Pz990000vvPBCMFmHiXrtsgmmwhe/+MWFhYWHHnqo7+XjkUceOf30022fDfV7v/d7995772/+5m/aFHFn1u12v/3tb9uTrScZu91us9n81V/91fwe3Yc//OFf+7VfM5eLieIY1hR48skn3/Wud4UQLr 744 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 644 YZiM1xwwQWeDABMi6LX69kKAECujOsAADmbswk2wrFjxw4dOrTar9q6devc3Ib8Ro4cObK0tLT+77Nly5b5+Xm/XwCmiGNYG+KWW2657rrrVvtV//qv/7pjx46NuD+XX375XXfdtf7vc8kll/zDP/yD3y8AWmfWXX755Y1G4 3Of+ 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 746 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 04+ 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 944 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 ... src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAAAvkAAATaCAIAAABHNu6NAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42u3dfaxkZWH48ec012DcKiJeJHW1u8US3PCyTdEaVjszBWkatFBeQsXGxKZYW42mtk0a+8ecwaSNSWsjJtqmSf/AIhQDRMoWtl32ngEuSiqlhS19C+xCl/ByacSVNWzYZn5/PN3nd5y5e3fuvXPnzjzz+fxBLrP3ZebcuXO+85znPKfo9XqBjXHaaae9/PLLY/txF1100eLios0OAHVzNsHGefnllw8cODC2H7dlyxbbHAD6FMZ1NsixY8de97rX2bwAsLl+zCbYIIcOHXrzm99sOwCA1snTD3/4wwsuuMB2AACtk6eHH3 741 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 343 hPDYY4/1nXh16NCh8 847 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 544 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 844 w3YY227JZJ1k7969Juus0wMPPLBz585cRz663e6VV17pt4zWYb1++MMfvu1tb7MdRujVV1/94he/uLi4OLhbmsHJOkeOHPmN3/iNwQuuxakYJusM6emnn/7EJz4RzySou/XWW6+99tppf3R/8id/8vWvf33ZZ0iWV/hC6zBu//mf/9lsNm2HUbnpppve8Y53/MEf/MFVV13Vt2fKeA7piXz1q189//zzq6q67777vvGNb9T/aWFh4S1veYvJOid17NixT3/60zt37vzLv/zL66+/vu9f9+zZc9lll03vo/unf/qns 846 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 344 fnzRRRd5eqzNZz7zmXe+850hhPyOis7Pz990000vvPBCMFmHiXrtsgmmwhe/+MWFhYWHHnqo7+XjkUceOf30022fDfV7v/d7995772/+5m/aFHFn1u12v/3tb9uTrScZu91us9n81V/91fwe3Yc//OFf+7VfM5eLieIY1hR48skn3/Wud4UQLr 744 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 644 YZiM1xwwQWeDABMi6LX69kKAECujOsAADmbswk2wrFjxw4dOrTar9q6devc3Ib8Ro4cObK0tLT+77Nly5b5+Xm/XwCmiGNYG+KWW2657rrrVvtV//qv/7pjx46NuD+XX375XXfdtf7vc8kll/zDP/yD3y8AWmfWXX755Y1G4 3Of+ 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 746 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 04+ 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 944 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...
  • 10
  • 349
  • 0
DESIGN OF MASONRY STRUCTURES Part 8 pps

DESIGN OF MASONRY STRUCTURES Part 8 pps

... 10.9 mm diameter stabilized strands of characteristic strength of 1700 N/mm2. The area of steel provided is288mm2. The initial modulus of elasticity of the steel is 195 kN/mm2 andthe stress-strain ... GLNeglecting openings, etc., we have Gk=3.5×21×10.5+6 4. 8×21×10.5+(12×2.6 4. 25×2.85 +4 2×2 .42 4. 25×2.85+2×21×2.6×2.85+21×2×2×2 .42 ×2.85)×7=17 643 kN12.5 WIND LOADING12.5.1 General stabilityTo ... cross-section of the wall is shown in Fig. 11 .4. Thesecond moment of area is Fig. 11 .4 Section of the diaphragm wall for example 1.©20 04 Taylor & Franciscompressive stress at the base of the...
  • 23
  • 326
  • 0
DESIGN OF MASONRY STRUCTURES Part 10 pps

DESIGN OF MASONRY STRUCTURES Part 10 pps

... -10°C to +40 °C Overall contraction of wall 30×10×10-6× 24 103=7.2mm Overall expansion of wall 40 ×10×10-6× 24 103=12.8mm The maximum movement at the top of the wall due to the sum of theseeffects ... infill and steel ␥mmpartial safety factor for compressive strength of masonry␥mspartial safety factor for strength of steel ␥mvpartial safety factor for shear strength of masonryεstrain ... of infill wall and detachment of brick slips as a result of frame shrinkage, (b) Detail of horizontal movement joint to avoid damage of thekind shown in (a).©20 04 Taylor & FrancisNddesign...
  • 23
  • 315
  • 0

Xem thêm

Từ khóa: Báo cáo thực tập tại nhà thuốc tại Thành phố Hồ Chí Minh năm 2018Nghiên cứu vật liệu biến hóa (metamaterials) hấp thụ sóng điện tử ở vùng tần số THzBiện pháp quản lý hoạt động dạy hát xoan trong trường trung học cơ sở huyện lâm thao, phú thọGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitQuản lý hoạt động học tập của học sinh theo hướng phát triển kỹ năng học tập hợp tác tại các trường phổ thông dân tộc bán trú huyện ba chẽ, tỉnh quảng ninhPhát triển mạng lưới kinh doanh nước sạch tại công ty TNHH một thành viên kinh doanh nước sạch quảng ninhNghiên cứu về mô hình thống kê học sâu và ứng dụng trong nhận dạng chữ viết tay hạn chếThơ nôm tứ tuyệt trào phúng hồ xuân hươngThiết kế và chế tạo mô hình biến tần (inverter) cho máy điều hòa không khíChuong 2 nhận dạng rui roKiểm sát việc giải quyết tố giác, tin báo về tội phạm và kiến nghị khởi tố theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn tỉnh Bình Định (Luận văn thạc sĩ)BT Tieng anh 6 UNIT 2Giáo án Sinh học 11 bài 15: Tiêu hóa ở động vậtchuong 1 tong quan quan tri rui roNguyên tắc phân hóa trách nhiệm hình sự đối với người dưới 18 tuổi phạm tội trong pháp luật hình sự Việt Nam (Luận văn thạc sĩ)Giáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtMÔN TRUYỀN THÔNG MARKETING TÍCH HỢPTÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲ