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Prof. Kurtz, Age 7. Prof. Kurtz, Age 7 Prof. Kurtz, Age 7.

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Presentation on theme: "Prof. Kurtz, Age 7. Prof. Kurtz, Age 7 Prof. Kurtz, Age 7."— Presentation transcript:

1

2 Prof. Kurtz, Age 7

3 Prof. Kurtz, Age 7

4 Actual Mortar Prof. Kurtz, Age 7

5 Real Slate Actual Mortar Prof. Kurtz, Age 7

6 Lesson 19: Lateral Load Path in Buildings
Real Slate Lesson 19: Lateral Load Path in Buildings Actual Mortar Prof. Kurtz, Age 7

7 Lesson 19: Lateral Load Path in Buildings

8 Tributary Widths What is Tributary Width of Typical Interior Fill Beam? Answer: 5-ft If the applied pressure is 50 psf, what is distributed load w on Typical Interior Fill Beam? w = (5’)(50psf) = 250 plf 20’, typ. 30’, typ. Building Plan View 4 3 2 1 A B C D

9 Tributary Widths What is Tributary Width of Typical Interior Fill Beam? Answer: 5-ft If the applied pressure is 50 psf, what is distributed load w on Typical Interior Fill Beam? w = (5’)(50psf) = 250 plf 20’, typ. 30’, typ. Building Plan View 4 3 2 1 A B C D

10 Tributary Widths What is Tributary Width of Typical Interior Fill Beam? Answer: 5-ft If the applied pressure is 50 psf, what is distributed load w on Typical Interior Fill Beam? w = (5’)(50psf) = 250 plf 20’, typ. 30’, typ. Building Plan View 4 3 2 1 A B C D

11 Tributary Widths What is Tributary Width of Typical Interior Fill Beam? Answer: 5-ft If the applied pressure is 50 psf, what is distributed load w on Typical Interior Fill Beam? w = (5’)(50psf) = 250 plf 20’, typ. 30’, typ. Building Plan View 4 3 2 1 A B C D

12 Tributary Widths What is Tributary Width of Typical Interior Fill Beam? Answer: 5-ft If the applied pressure is 50 psf, what is distributed load w on Typical Interior Fill Beam? w = (5’)(50psf) = 250 plf 30’ 20’, typ. 30’, typ. Building Plan View 4 3 2 1 A B C D What is the Maximum Moment M? Answer: M = wl2/8 = (250)(302)/8 = = 28,125 ft-lb

13 Building Elevation View
Tributary Widths 30’, typ. 20’, typ. Building Elevation View 4 3 2 1 A B C D

14 Building Elevation View
Tributary Widths 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D

15 Building Elevation View
Tributary Widths What is Tributary Width of Typical Wall Stud? 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D Wall Stud

16 Building Elevation View
Tributary Widths What is Tributary Width of Typical Wall Stud? Answer: 7.5-ft 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D Wall Stud

17 Building Elevation View
Tributary Widths What is Tributary Width of Typical Wall Stud? Answer: 7.5-ft If the wind pressure is 20 psf, what is distributed load w on Typical Wall Stud? 30’ w = (7.5’)(20psf) = 150 plf 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D Wall Stud

18 Building Elevation View
Tributary Widths What is Tributary Width of Typical Wall Stud? Answer: 7.5-ft If the wind pressure is 20 psf, what is distributed load w on Typical Wall Stud? 20’ w = (7.5’)(20psf) = 150 plf 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D What is the Maximum Moment M? Wall Stud

19 Building Elevation View
Tributary Widths What is Tributary Width of Typical Wall Stud? Answer: 7.5-ft If the wind pressure is 20 psf, what is distributed load w on Typical Wall Stud? 20’ w = (7.5’)(20psf) = 150 plf 30’, typ. 20’, typ. Building Elevation View Roof 3rd Floor 2nd Floor Foundation A B C D What is the Maximum Moment M? Answer: M = wl2/8 = (150)(202)/8 = = 7,500 ft-lb Wall Stud

20 What is behind that brick wall?

21 What is behind that brick wall?
(Possibly) Concrete Block Tie Void Space

22 What is behind that brick wall?
(Possibly) Insulation (newer Construction)

23 What is behind that brick wall?
Studs (Possibly) “Brick on Studs” with Insulation (New, Cheap Construction)

24 What happens when wind strikes this wall?
Wind Pressure

25 What happens when wind strikes this wall?
Brick is supported by ties Tie Tie Tie Wind Pressure

26 What happens when wind strikes this wall?
Brick is supported by ties Ties are supported by Wall Studs Stud Stud Tie Stud Tie Tie Wind Pressure

27 What happens when wind strikes this wall?
“Studs” (beams) span between …….

28 What happens when wind strikes this wall?
“Studs” (beams) span between floor diaphragms

29 What happens when wind strikes this wall?
“Studs” (beams) span between floor diaphragms

30 What happens when wind strikes this wall?
“Studs” (beams) span between floor diaphragms

31

32 The Lateral System Wind Pressure Wall Studs

33 The Lateral System Diaphragm Wind Pressure Wall Studs

34 The Lateral System Brace C Diaphragm Wind Pressure Wall Studs Brace B
Brace A

35 The Lateral System 30’, typ Brace C Diaphragm 20’ Wind Pressure
Wall Studs Brace B Brace A

36 The Lateral System 30’, typ 20’ Wind Pressure 30’, typ

37 Wind Pressure – Distrib. Load to Diaphragm
30’, typ 20’ Wind Pressure 30’, typ 20psf

38 Wind Pressure – Distrib. Load to Diaphragm
30’, typ 20’ Wind Pressure 30’, typ 20psf

39 Wind Pressure – Distrib. Load to Diaphragm
30’, typ 20’ ___plf=(10’)(20psf) =w Wind Pressure 30’, typ 20psf

40 Wind Pressure – Distrib. Load to Diaphragm
30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 30’, typ 20psf

41 Wind Pressure – Distrib. Load to Diaphragm
Wind Pressure – Distrib. Load to Foundation Wall 30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 200plf=(10’)(20psf) =w 30’, typ 20psf

42 Wind Pressure – Distrib. Load to Diaphragm
Wind Pressure – Distrib. Load to Foundation Wall 30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 200plf=(10’)(20psf) =w 30’, typ 20psf

43 Wind Pressure – Resultant Force to Diaphragm
30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 18kips = (90’)(200plf) = R 30’, typ 20psf

44 Wind Pressure – Resultant Force to Diaphragm
30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 18kips = (90’)(200plf) = R 30’, typ 20psf

45 Wind Pressure – Resultant Force to Diaphragm
30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 18kips = (90’)(200plf) = R 30’, typ 20psf

46 Wind Pressure – Resultant Force to Diaphragm
Wind Pressure – Resultant Force to Foundation 30’, typ 20’ 200plf=(10’)(20psf) =w Wind Pressure 18kips = (90’)(200plf) = R 30’, typ 18kips = (90’)(200plf) = R 20psf

47

48 1 Story Building Wind Brace B 10.8 kips

49 Multi-Story: Brace Forces Additive
Wind Brace B 10.8 kips

50 Multi-Story: Brace Forces Additive
18 kips Brace B 10.8 kips

51 Multi-Story: Brace Forces Additive
18 kips Brace B 10.8 kips

52 Multi-Story: Brace Forces Additive
18 kips Brace B 10.8 kips Brace ?

53 Multi-Story: Brace Forces Additive
18 kips 18 kips? Brace B 10.8 kips Brace ?

54 Recall: Tributary Widths
18k

55 Recall: Tributary Widths
18k ??

56 Recall: Tributary Widths
18k 36k

57 Recall: Tributary Widths
18k 36k 18k

58 Multi-Story: Brace Forces Additive
18 kips 36 kips Brace B 10.8 kips Brace ?

59 Multi-Story: Brace Forces Higher on Lower Floors
18 kips 36 kips Brace B 10.8 kips Brace 32.4 kips

60


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