RMTBYG53–Machinery rooms on north tower. Facing north. Machinery rooms contain all motors, motor controllers, and gears for operating one span, in this case, the north span. Note bell with continuous operating clapper for use as fog signals. Henry Ford Bridge, Spanning Cerritos Channel, Los AngelesLong Beach Harbor, Los Angeles, Los Angeles County, CA
RM2ANDPF9–The encyclopdia britannica; a dictionary of arts, sciences, literature and general information . Newark Dyke Bridge.. Fig. 18.—Span of Saltash Bridge. 1854-1855, was a remarkable example of the confidence withwhich engineers began to apply theory in design. It was a bridgefor two lines of railway with lattice girders continuous overthree spans. The centre span was 264 ft., and the side spans138 ft. 8 in.; depth 22 ft. 6 in. Not only were the bracmg barsdesigned to calculated stresses, and the continuity of the girderstaken into accotmt, but the yahdity of the calculations wastested by a verifi
RMTDP1KB–Photocopy of engineering drawing titled 'Existing Bridge, Two Span Continuous Through Truss' (original in files of District 3-0, Pennsylvania Department of Transportation, Montoursville), 1984 PLAN AND SOUTH ELEVATION - Memorial Avenue Bridge, Spanning Lycoming Creek, Williamsport, Lycoming County, PA; Groton Bridge and Manufacturing Company; Pennsylvania Department of Transportation; Yule, Jordan Associates; Wilson, Nathan D; Corbe, Christine, historian; Mohar, Lawrence, photographer
RM2AX0JBD–Text-book of mechanics . rcise ioi. A beam is continuous over three supports,each span I inches long; the only loads are W pounds con-centrated at each mid-span. Find the reactions of supports. Exercise 102. A cantilever, length, I, carries a uniformlydistributed load, w, over three-fourths of its length from thefixed end, and is propped at the free end to the level of thefixed end. What force acts upon the prop? Section VIII THE DIFFERENTIAL EQUATIONS OF BEAMS On page 33 it was shown that wx = -^->ax and that Ox = —; ^ dx DEFLECTION OF BEAMS 87 followed on page 76 by the proof that M =d?y
RMTWJ85X–Showing partial side view of swing span in closed position. The two (2) arms act as simple spans, a small amount of negative bending is accommodated by the continous top and bottom truss chords due to a continuous condition. Note the inclined end post of each of the simple spans, the operator's house, center/pivot pier and the pivotal pole-line pole placed atop of bridge. - Bridgeport Swing Span Bridge, Spanning Tennessee River, Bridgeport, Jackson County, AL
RM2ANDW80–The encyclopdia britannica; a dictionary of arts, sciences, literature and general information . as a span of 278 ft., 138 ft. riseabove; the river, and 102 ft. from foundation to crown. Thethickness of the arch is,4 ft. 8 in. at the crown and 7 ft. 2 in.where it joins the spandrel masonry. /jThe roadway is 52 ft. 6 in.wide. The bridge is not. continuous in width, there are archrings on each face, each 16-4 ft. wide with- a space between of19-7 ft. This space is filled with a flooring of reinforced concrete,resting on the two arches, and carrying the central roadway.By the method adopted the t
RM2AJFJHK–Essentials in the theory of framed structures . moment at C for the beam in Fig. 158. Equation (12) is applicable to the uniform loads, whereWi = 1,000, Wi = 2,000, h = 12 and h = 18; hence M - (1,000 X 12^) + (2,000 X 18^) ^- 8(12 + 18) 55^°° which agrees with the bending moment at C for the beam inFig. 160. The total bending moment at C for the combined uni-form and concentrated loads is M = —6,300 — SS,8oo = —62,100 as previously determined. 166. The continuous beam in Fig. 163 supports a uniformload of 1,000 lb. per foot over a part of the span AC. The areaPQSTW is the M-diagram, when ^
RM2CDEY7M–. A treatise on the mathematical theory of elasticity . r polygon for them of which the extreme sides could bemade to pass through the ends of the span. Since the direction of thecentral-line of the beam is continuous at the points of support, the extremesides of the funiculars which pass through the common extremity of twoconsecutive spans are in the same straight line. The various funicularpolygons belonging to the different spans form therefore a single funicularpolygon for the system of forces consisting of all the forces ^, ^, F. 250. Development of the graphic method. The above results e
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