Hip & Valley. Hip Valley Roof This is to be used in conjunction with the following plan which can be found here.

Slides:



Advertisements
Similar presentations
Pattern Rafters & Calculations Gable & Hipped Roof M.S.Martin Nov. 2005, Revised Feb
Advertisements

Created by Michael Martin May 04 / Reviewed & updated April 2010.
Introduction to Pitched Roof Framing
Roof Framing A Quick Primer
Flat Roof & Introduction to Gable Roof
Gable Roofs and Components
Ceilings & Basic Roofing
Flat Roofs & Introduction to Gable Roofs
HIP ROOFS Created BY Michael Martin July 2004 / revised may 2007 / reviewed & updated March 2010.
The Right Angled Triangles in a Hipped Roof M. S. Martin May 2007 reviewed April 2010.
HIP ROOFS Created BY Michael Martin July 2004 / revised may 2007.
Gable Roof BCGCA3007B.
Gable Roof BCGCA3007B.
Roof Bevels Using Steel Square
Framing Agriculture Structures
Direct Method Presentation
Unit 49 Intersecting Roofs
Basic Roof Types and Roof Theory
Unequally Pitched Roofs
Hip & Valley Roofs Note: Main pictures and text (although some re-written) is from the text book “Practical Australian Carpentry” Created by M. S. Martin.
RAFTER AND ROOF COMPONENT PARTS
Roof Framing Unit 33.
BCT 122 Roof Framing 1 Roof Framing Procedure Sequence.
Created by Michael Martin 13/9/04 – Reviewed June 2010.
Gable Roof BCGCA3007B. Gable Roof Flush with no eaves Flush with raked eaves Boxed.
CARP12 text book / or workbook P 95 With additional notes for explanation M. S. Martin July Reviewed June 2010.
Oblique Hip Roof Pictures & Text from previous Trade notes – course 5158 M. S. Martin – June 2005 Revised – February 2008 Reviewed March 2011.
HIP RAFTER THEORY AND SAMPLE CALCULATIONS
Gable, Gambrel, and Shed Roofs
Roof Bevels for Oblique Hip and Skew Gable
HIP JACK THEORY AND LAYOUT
Presentation 26: HIP RAFTER LAYOUT.
Roof Bevel Development
1 Presentation 19: RAFTER AND ROOF COMPONENT PARTS.
Creeper calculations, Rafter shortening and Pattern Rafter
Pattern Rafters & Calculations
Introduction to Hip & Valley Roofs Ref: “Carp 12 Hip & Valley Roofing” Included as part of 2nd year text folders M. S. Martin May 2007 Revised July 2010.
Hip Rafters • Hip Jack Rafters • Constructing Hip Roofs
Copyright 2006 The National Association of Certified Home Inspectors
Broken Hip Roof.
Note: Main pictures and text (although some re-written) is from the text book “Practical Australian Carpentry” Created by M. S. Martin Oct / Reviewed.
Construct Pitched Roofs (Simple)
The Hipped Roof – Part 2 Pattern Rafters M. Martin Original 2005 Reviewed 2006.
Roof Types, Components & Terminology
Octagonal Roof.
Roofing Materials Estimating. A square is used to describe an area of roofing that covers 100 square feet or an area that measures 10' by 10'. If we are.
Estimating Hip Roofs.
Conventional Roof Framing Residential Studies Certificate IV
Flat Roofs & Introduction to Gable Roofs Ref: M. S. Martin / March 2004 / Reviewed & Combined March 2007.
Gable Roof BCGCA3007B.
Definitions & Terminology
Roof Types, Components & Terminology
Octagonal Roof.
Proportional Triangles Hip bevel development. On a sheet of paper or plywood, draw a horizontal line 250 mm long Draw a perpendicular line 100mm from.
Oblique Hip Roof Pictures & Text from previous Trade notes – course 5158 M. S. Martin – June 2005 Revised – February 2008.
Conventional Roof Framing Class Exercise Residential Studies Certificate IV 2182D.
National Center for Construction Education and Research Carpentry, Level 1 Copyright © by the NCCER, Published by Pearson Education, Inc. FIGURE 6- 1 Types.
Designing and constructing a traditional half span hipped end roof  Roof to a domestic extension.
Estimating Hip Roofs.
Octagonal Roof. Notes to this Lesson This demonstration develops from knowledge gained from the development of Gable & Hip Roofs This PowerPoint does.
Construct Pitched Roofs (Simple)
ROOFING BCGCA3007B. Types of Roofs Problem No1 Calculate Underside of Beams Birdsmouth 30mm Rafter 140 x 45.
ROOFING BCGCA3007B.
PATTERN RAFTER.
Framing Agriculture Structures
Gable Roof BCGCA3007B.
Broken Hip Roof.
Framing Agriculture Structures
Knowledge of quantities / calculating areas
VALLEY JACK THEORY AND LAYOUT
Presentation transcript:

Hip & Valley

Hip Valley Roof This is to be used in conjunction with the following plan which can be found here

Is the Roof a True Hip & Valley Roof Spans are equal

Is the Roof a True Hip & Valley Roof Rise will be the same and ridges will meet in the centre

Is the Roof a True Hip & Valley Roof If Spans are not equal ridges will not meet

Is the Roof a True Hip & Valley Roof If Spans are not equal ridges will not meet This part of the roof is still going up

Is the Roof a True Hip & Valley Roof If Spans are not equal ridges will not meet This part of the roof is still going up This part of the roof is going down

Is the Roof a True Hip & Valley Roof To Solve this we have to construct a Broken Hip which is the next roof

Determine The Spans

Every Ridge must have a Span

Determine The Spans Span is tied to the Basis of the Common Rafter Calculation

Determine The Spans Span is tied to the Basis of the Common Rafter Calculation Same Rafters

Determine The Spans Span is tied to the Basis of the Common Rafter Calculation Same Rafters Must be same Span

Hip & Valley Roof STEP 1 -As always Determine the 1 metre triangles -Please review Gable & Hip roofs if you do not know how to do this Rise per 1m of Rafter Plan length Rafter Length per 1m of Rafter Plan length Hip Length per 1m of Rafter Plan length

Hip & Valley Roof STEP 1 -As always Determine the 1 metre triangles -Please review Gable & Hip roofs if you do not know how to do this 1.000√ Pitch 32°

Hip & Valley Roof STEP 1 -As always Determine the 1 metre triangles -Please review Gable & Hip roofs if you do not know how to do this ° Rafter = Plan Length x Rafter per m

Determine Common Rafter Rafter = Plan Length x Rafter per m = (5400 – 9.5) x = Rafter 90 x 450 c to c Ridge 140 x 19 Valley 140 x °

Determine Valley Rafter Valley is determined in the exact same manner as the Hip Rafter Valley Rafter = ½ Span x Hip / m = 2700 x = 4452 The hip is usually measured as per the Hip Rafter. Calculation is only for estimating 5400 Rafter 90 x 450 c to c Ridge 140 x 19 Valley 140 x ° 1.179

Determine Valley Rafter for Estimating Valley is determined in the exact same manner as the Hip Rafter Valley Rafter = (½ Span + O/H )x Hip / m = ( ) x = (Plumb Cut) = 5682 = 5700 Note if Hip is required to be joined you should allow at least 300mm 5400 Rafter 90 x 450 c to c Ridge 140 x 19 Valley 140 x 45 Overhang ° 1.179

Plumb Cut Valley Using Steel Square 5400 Rafter 90 x 450 c to c Ridge 140 x 19 Valley 140 x 45 Overhang ° ÷3

Plumb Cut Valley Pitch Mathematically 5400 Rafter 90 x 450 c to c Ridge 140 x 19 Valley 140 x 45 Overhang ° Tan Pitch° = Rise ÷ Plan Length = ÷ √2 = Inv Tan (0.442) = 23.8° or 23.8° (Note Inv is not mathematical inverse Function but the Calculators Trig inverse

Valley True Length Valley Plan Length = ½ Span – ½ Ridge Thickness = 2700 – 17.5 = ½ Span – ½ Ridge Thickness ½ Span = 2700 Ridge 140 x 35

Valley True Length Valley Plan Length = ½ Span – ½ Ridge Thickness = 2700 – 17.5 = True Length = Plan Length x Hip/m = x = 4423 ½ Span – ½ Ridge Thickness ½ Span = 2700 Ridge 140 x 35

Valley Creepers Plan Length = ½ Span – (½ Valley x √2 + ½ Rafter) – ½ Ridge = 2700 – (22.5 x √ ) = 2618 ½ Span = 2700 Ridge 140 x 35 Rafter 90 x 35 Valley 140 x 45

Valley Creepers – 1 st Creeper Plan Length = ½ Span – (½ Valley x √2 + ½ Rafter) – ½ Ridge = 2700 – (22.5 x √ ) = 2618 True Length = Plan Length x Rafter /m = 2618 x = 3087 ½ Span = 2700 Ridge 140 x 35 Rafter 90 x 35 Valley 140 x 45

Valley Creepers – 1 st Creeper Plan Length = ½ Span – (½ Valley x √2 + ½ Rafter) – ½ Ridge = 2700 – (22.5 x √ ) = 2618 True Length = Plan Length x Rafter /m = 2618 x = 3087 Creeper Shortening = Spacing x Rafter Length / m = 450 x = 531 This will be the same as the Hip ½ Span = 2700 Ridge 140 x 35 Rafter 90 x 450 c to c Valley 140 x 45

Valley Creepers – 1 st Creeper Plan Length = ½ Span – (½ Valley x √2 + ½ Rafter) – ½ Ridge = 2700 – (22.5 x √ ) = 2618 True Length = Plan Length x Rafter /m = 2618 x = 3087 Creeper Shortening = Spacing x Rafter Length / m = 531 ½ Span = 2700 Ridge 140 x 35 Rafter 90 x 450 c to c Valley 140 x 45

Valley Creepers – All Creepers Plan Length = ½ Span – (½ Valley x √2 + ½ Rafter) – ½ Ridge = 2700 – (22.5 x √ ) = 2618 True Length = Plan Length x Rafter /m = 2618 x = 3087 Creeper Shortening = Spacing x Rafter Length / m = 531

Valley Creepers Plumb Cut As it is the same pitch as the Rafter it is the same Steel Square

Valley Creeper – Edge Bevel ½ Span Rafter Centreline Length Same as Hip Creeper Ridge