Loading...
Plans L I L \ . _ ,.. a PROPERTY 1 n..e. 10 " LINE 3 I ' 4 ite i. 10 k? 4'-4 1/4' 4 I/4 5 3/4 L/0 .2-976 -It 1 ,..,------ r ffi .D. - I . 0 ' j'6' 6 r i° \ ) - ' P 4i ? 1 •..- i 1 ____,.., ki MASTER BEDROOM L_,N I • .' (2) 3/0 x 5/0 GA 1 . I 1 I 11=173 I 1375=127. \ sic .' 1.1 \ 1 / 9 I 4 \ \ I / 't. \ , ir• I , . , :I . 1, , I Ai III •-I0 /2" / ' in I in Ink 1 i _ARCH DEL:ROOM *2 sig. x L3/0 i I i ni-.-.----\\ ,&11 ) - .• - . , ' .., 5 ' 1 1 . i 1 in . 1 ., : , , 2.. , Ha CL, t , 8 , i , , I -6 0 1) IIII - ';' ' ' 4, ' IC7 o f f, \ 7,' :: (4 4-,,P, I 4.--. ' 6 5/4 x 9/1. - l e k 7 - -•'1 ; 1 54" , I 1 1215 vi• . 1 €7-/ .. • ' I AI ink. I • 0 `3' , •Ci 1 . ... • I 1■7 1:7 .--. . '44 A OM k , , 1' e i ..... ,,,,.. ,..- ,-.. : I - - • it, .1215' :' 1 I ■17 - 47.1<:41,4■•■ 10•40711( 41.< ft 5 IC Vj .-_-it(lit -7 gl2 0, i•L 4 " ' i Cr 2 ' - ' , ' , -el BATH I x / i \ 1 • . I •. i/1' I . ;., I `. • 1 •9/ t'.'9 \ t , , I • 1 •r • i imp., , t 1 1 I I'l II / 67- • ,___. / . . „ f., 1 _r k.) / - I , „ \,,.. _'. -.• :I .. k \ BONUS/ I ' --... 5/2 x 11/6 / I \ i 1 \ 1 I I 67 l . , / 1 . , FER 1 1 : I . „, 1 OY „ ..e. ;,■ / I ,i ,-, '. ' 1 ,-, ; =.------- .1 • 8 0PEN ELau J TO -...—.....;'• 1 F i 1 1 : '- - - - -.I I . ,_ , 4 ... I 2 I i BEDROOM , 1, 4.-e.. 1013 X 10/1 I . I i ' I : 1 9 1 . ir 1 I i 1 i .---•‘---------r. 5/0-1. 0 1 \ I I - _I L J / 6 3/4 3 3/4" / 3 1/7" / 3 I/2' / 4 4 1 10'-b 1/2" 7 „. 5.-1. / , 5 1/7" e I 4-134 PROPERTY LINE • 0 SECOND FLOOR PLAN 0 p A /1457-200ii - 753 5W ,44--PER Sr i ■ Client: L = Length of indi vidual wall 1 , = Hf + Hs } TIM R P roject: Lt= Total length of wall along gridline Lt Proj. #: La= Length of moment arm in wall (if FROELICH different than wall length) Date: hu = Height of upper wall C ONSULTING b hl= Height of lower wall Ms= [Hs(hl +hu +1) +If(hl)]x L y' Hf= Horizontal force at gridline Lt i ENGINEERS , !NCi Hs = Horizontal force at gridline from upper • level Mu = [Hs(h1) + Hf (h1)] x L V = Unit shear in wall Lt Upper Level Shear Walls and Holdowns Ms = verturning moment when upper wall is stacked above lower wall 2 L 2 Mu = Overturning moment when upper wall is Mr = 3 � (Rtrib x RoofDL)(Wtrib x Wa11DL)(Ftrib x F1oorDL) 2 — not stacked or does not exist Roof dl: 15 psf Rtrib, Wtrib, Ftrib =Roof, wall, and floor Wall dl: 10 psf tributary area, used for calculating dead load Tu= Mu— Mr Ms— Mr Mr = Resting moment due to dead load La Ts — Resisting Floor dl: 10 psf Tu = Tension if walls not stacked Ts = Tension if walls stacked Wall L Lt La hu Hf V Mu Rtrib Wtrib Ftrib Mr Tu Comments Holdowns Shearwall Grid (ft) (ft) (ft) (ft) (1b) (plf) (lb *ft) (ft) (ft) (ft) (1b *ft) (lb) 1 2.75 12.75 2.75 8 2232 175 3851 4 8 0 353 1272 MST37 6/12 1 7.25 12.75 7.25 8 2232 175 10153 4 8 0 2453 1062 MST37 6/12 1 3.25 12.75 3.25 8 2232 175 4552 4 8 0 493 1249 MST37 6/12 2 12 24.5 12 8 4119 168 16140 4 8 0 6720 785 6/12 2 12.5 24.5 12.5 8 4119 168 16812 4 8 0 7292 762 6/12 3 4 8 4 8 1887 236 7548 4 8 0 747 1700 MST37 6/12 3 4 8 4 8 1887 236 7548 1 4 8 0 747 1700 MST37 6/12 A 6.5 18 6.5 8 2976 165 8597 8 8 0 28'17 889 6/12 A 11.5 18 11.5 8 2976 165 15211 8 8 0 8817 556 6/12 B 16 16 16 8 2976 186 23808 4 8 0 11947 741 6/12 ` r FROELICH CONSULTING ENGINEERS INC MAIN OFFICE ❑ CENTRAL OREGON ❑ 6969 SW Hampton Street 231 SW Scalehouse Loop, Suite 101 Tigard, Oregon 97223 Bend, Oregon 97702 503.624- 7005/503.624 -9770 FAX 541.383- 1828/541.383 -7696 FAX MEMORANDUM Date: 4 -6 -05 To: Steve Lucas Company: Legend Homes A, WS. Job Name /Number: Wittenberg,3 @ Hambach (04 -T219) From: Todd Nagele Comments: This is in regards to the window added above the master bathroom tub at grid -line A. See attached plan and shear wall calculations. The shear wall lines in grid -A stay the same with NO shear wall callouts. S ICAUC TUp q 4,0 PROFe ' kV• l �aINE, A ` Sa , 'o2 gar 454 A NMArAirli— • :� r� I EXPIRES: 121y0.5