Regular Hip & Valley Roofs are roofs that have an equal angle of pitch on all sides. During these online lessons with the aid of drawings, calculations and a model I can take you through the step by step process of how Regular pitched Hip & Valley Roofs can be worked out. This will be explained by first of all looking at the drawings and the geometry to become more familiar with them before moving on to calculating the rafter lengths and angles using some basic trigonometry. This includes all the important points that are necessary to bring it all together in practice.
Here you can learn how to draw out and also calculate all the lengles angles for the 10 different Rafters that are listed below. This will cover information about the HAP "height above plate" settings, cases when the Hip or Valley rafters have a square top edge and when they have backing bevels applied.
1. Rafter plum bevel
2. Common Rafter level cut
3. Hip Rafter plumb cut
4. Hip Rafter level or seat cut
5. Hip Rafter side cut
6. Hip Rafter side bevel
7. Jack Rafter side cut
8. Purlin face bevel
9. Purlin edge bevel
10. Purlin edge bevel
This can include looking at the geometry for the Hip & Valley rafter Backing bevels, even though you may not use it, it's good practice within the craft and as a tradesperson to have the know-how! and this applies to other aspects of this learning that lead to a more comprehensive understanding of the subject.
This can include setting a Steel square to all the different angles and bevels within the roof frame. This can also include making adjustments for different types of ridge, ridge board and ridge beams, purlins, vertical and tilted, along with the different methods and tools used for marking out.
Why use trigonometry to calculate rafter lengths and angles as opposed to apps and tables etc! First of using apps and tables will only take you so far and using tables for ready reckoner books will only work for Regular pitched roofs. Trigonometry is also a universal method for calculating angles and lengths, it is used in building and construction by engineers, surveyors and architects etc and becoming more familiar with using it can lead to career extension and job promotion. If you haven’t used trigonometry before, it’s just a matter of becoming familiar with using one or 2 formulas, in this case to calculate rafters before moving on to the next step in calculating other dimensions and angles that can lead on to further understanding and calculating of other more challenging roofs.
If you haven’t used trigonometry before, the first time you calculate a pair of rafters using this simple formula using (half the span) ÷ (pitch of roof) = the length of the rafter, for example lets say the half span distance is 1250 ÷ cos (35) =-1,383mm. Try it out, even cut a pair of rafters. From here it’s just a matter of moving on to the next step in calculating other dimensions and angles and it all leads on to further understanding and calculating for other more challenging roofs.
Experience a learning adventure unlike any other!
Contact & Booking
These courses are available online, in English language and accessible to you wherever you are based around the globe. This is a flexible form of booking, it's up to you to decide, we only need to agree on a date and time slot for the booking and we can take it from there. The video link-up can be done using WhatsApp or FaceTime on your smartphone or tablet.
Regular Pitched Roofs are priced at £30 for each 40-minute booking and at the moment there is a promotion offer of 10 lessons for £250
If you are interested in any part of this or if you would like to have a chat to find out more, it would be best to send a message to Tommy on WhatsApp or by sending an email to rafterskills@gmail.com