redsky49
Well-known member
Redsky (or others),
Any insights on how to determine the btuh requirements for a given space? Is there a site or calculator I can use to determine this?
thanks
Joel
A number of posters seem to be in this situation, not knowing how to properly size and select a heater. Rather than guess, let me show you how to do it correctly. It's not rocket science, and it will allow you to confidently, and safely, heat your garage or workshop as economically as possible.
No computer programs are required, and I can perform a hand calc using just pencil and paper in about 10 minutes for a simple space or building. A calculator will speed up the process, and might eliminate some arithmetic errors by those who have forgotten their math skills. It might take a beginner a bit longer, but anyone should be finished in less than an hour.
Let's get started.
First item is to collect the construction documents for the space. Don't have blueprints? No problem. We'll make some. Start with a couple sheets of 1/4" graph paper. This is the stuff that is marked vertically and horizontally with light blue lines, every 1/4". For our plans, each 1/4" segment on the graph paper will represent one foot of the actual dimension of the space. This is a 1/4" scale drawing: 1/4"= 1'-0".
First we need a floor plan. This is a bird's eye view of the space. Indicate the wall thickness as best you can estimate and show the doors and windows. On the inside of the space plan draw a dimension line from the top of the space to the inside of the bottom of the space and likewise for the left-right inside dimensions. On the outside of the space, provide a reference dimension for the doors and windows and label them as to what they are. Show a north arrow for orientation. That's it. The plan drawing is done.
We will also need exterior elevations. This is the view of the walls when looked at from the outside of the building, just as when you drive up to the building. On this drawing you need to show the windows to scale, as well as the doors. Provide a couple of dimensions to show the wall and window/door heights. Each wall requires a separate drawing. Keep it simple. Label the walls according to the direction that the wall faces.
These plans will serve multiple purposes so make a couple copies of each.
With the plans in hand we can start the calculation. Three steps are required: Takeoffs (or measurements of the building components (walls, windows, etc.), determining the insulating values of the components, and some easy calculations. As an example, I am going to size the heater for the GJ garage.
The GJ garage is an attached 2 car garage, 20'x24' with an 8' ceiling. Two walls are shared with the house so they can be ignored. There is one 2'x3' window, a 3'x7' passage door and a 7'x16" overhead door.
Takeoffs are as follows:
Walls: (44'x8') - [6 sq.ft.(window) + 21 sq.ft.(door) + 112 sq.ft.(OH Door)]=
213 sq.ft.
Door: 21 sq.ft.
Window; 6 sq.ft.
OH Door: 112 sq. ft.
Ceiling: 528 sq.ft.
Flr. slab: 528 sq.ft.
Now we have to determine the insulating value of each component. Try Googling "insulating value for construction materials" if you have any difficulties. I will show how the wall is determined as an example.
Wall Assembly
Component R-Value
Vinyl siding 0.61
Vapor Barrier wrap Negligible
1/2" sheathing 1.22
5-1/2" fiberglass 19.00
1/2" Gyp. Bd. 0.45
Total R-Value 21.28
Perform this same exercise for the ceiling, doors, etc.
Then we need to establish the design conditions, in this case 70 degrees indoor, and 10 degrees outdoor, or a 60 degree difference. For the floor slab we will take a shortcut and use a 40 degree difference.
Once all the R-Values have been established for each building component, convert the R-Value (the resistance to heat flow) to its U-Value, the actual transmission value of the insulation. Very easy. Simply divide 1 by the R-Value. For the wall shown above for example, divide 1 by 21.28 and you get 0.047. This is where a calculator can speed things up.
So the heat loss from the wall is as follows:
213 sq.ft. x 60 degrees x 0.047 = 601 btuh
The formula is area x temp. diff. x U-Value = heat loss. Very simple.
Add up the various components and you have the heat loss of the space. But wait a minute, we left out one item - infiltration, the cold outside air that sneaks into our garage despite our best efforts. This is a little harder to calculate but we can fudge a little bit here. If you have new, tight fitting gasketed doors and windows you can estimate infiltration as follows:
Windows: 20 cfm each
Passage doors: 30 cfm each
Overhead doors; 100 cfm
So for the window infiltration: 20 cfm x 60 degrees x 1.1 = 1320 btuh
That's it. Add up all the heat losses for the building components, plus infiltration and you will have the total heat loss for your space. Go forth and buy the correct heater! For those with fuel-fired heaters utilizing interior air for combustion, you will need to add that amount of outside air as well.
Now since you have a good set of plans, either existing or hand drawn, you can sketch in your installation and use the plans for your permit application. Note that for some jurisdictions there is a minimum size requirement, so that you may need to be bigger than 8-1/2x11. This will also be a good source for laying out your lighting plan and for general space planning so your hard work will be paid back many fold.
Good luck with your projects. Hope this is useful.
As always, offered only as opinion
Disclaimer: Surface air films, heat transmission directions, etc., etc., etc., omitted for this exercise. Don't PM me. I know!
Any insights on how to determine the btuh requirements for a given space? Is there a site or calculator I can use to determine this?
thanks
Joel
A number of posters seem to be in this situation, not knowing how to properly size and select a heater. Rather than guess, let me show you how to do it correctly. It's not rocket science, and it will allow you to confidently, and safely, heat your garage or workshop as economically as possible.
No computer programs are required, and I can perform a hand calc using just pencil and paper in about 10 minutes for a simple space or building. A calculator will speed up the process, and might eliminate some arithmetic errors by those who have forgotten their math skills. It might take a beginner a bit longer, but anyone should be finished in less than an hour.
Let's get started.
First item is to collect the construction documents for the space. Don't have blueprints? No problem. We'll make some. Start with a couple sheets of 1/4" graph paper. This is the stuff that is marked vertically and horizontally with light blue lines, every 1/4". For our plans, each 1/4" segment on the graph paper will represent one foot of the actual dimension of the space. This is a 1/4" scale drawing: 1/4"= 1'-0".
First we need a floor plan. This is a bird's eye view of the space. Indicate the wall thickness as best you can estimate and show the doors and windows. On the inside of the space plan draw a dimension line from the top of the space to the inside of the bottom of the space and likewise for the left-right inside dimensions. On the outside of the space, provide a reference dimension for the doors and windows and label them as to what they are. Show a north arrow for orientation. That's it. The plan drawing is done.
We will also need exterior elevations. This is the view of the walls when looked at from the outside of the building, just as when you drive up to the building. On this drawing you need to show the windows to scale, as well as the doors. Provide a couple of dimensions to show the wall and window/door heights. Each wall requires a separate drawing. Keep it simple. Label the walls according to the direction that the wall faces.
These plans will serve multiple purposes so make a couple copies of each.
With the plans in hand we can start the calculation. Three steps are required: Takeoffs (or measurements of the building components (walls, windows, etc.), determining the insulating values of the components, and some easy calculations. As an example, I am going to size the heater for the GJ garage.
The GJ garage is an attached 2 car garage, 20'x24' with an 8' ceiling. Two walls are shared with the house so they can be ignored. There is one 2'x3' window, a 3'x7' passage door and a 7'x16" overhead door.
Takeoffs are as follows:
Walls: (44'x8') - [6 sq.ft.(window) + 21 sq.ft.(door) + 112 sq.ft.(OH Door)]=
213 sq.ft.
Door: 21 sq.ft.
Window; 6 sq.ft.
OH Door: 112 sq. ft.
Ceiling: 528 sq.ft.
Flr. slab: 528 sq.ft.
Now we have to determine the insulating value of each component. Try Googling "insulating value for construction materials" if you have any difficulties. I will show how the wall is determined as an example.
Wall Assembly
Component R-Value
Vinyl siding 0.61
Vapor Barrier wrap Negligible
1/2" sheathing 1.22
5-1/2" fiberglass 19.00
1/2" Gyp. Bd. 0.45
Total R-Value 21.28
Perform this same exercise for the ceiling, doors, etc.
Then we need to establish the design conditions, in this case 70 degrees indoor, and 10 degrees outdoor, or a 60 degree difference. For the floor slab we will take a shortcut and use a 40 degree difference.
Once all the R-Values have been established for each building component, convert the R-Value (the resistance to heat flow) to its U-Value, the actual transmission value of the insulation. Very easy. Simply divide 1 by the R-Value. For the wall shown above for example, divide 1 by 21.28 and you get 0.047. This is where a calculator can speed things up.
So the heat loss from the wall is as follows:
213 sq.ft. x 60 degrees x 0.047 = 601 btuh
The formula is area x temp. diff. x U-Value = heat loss. Very simple.
Add up the various components and you have the heat loss of the space. But wait a minute, we left out one item - infiltration, the cold outside air that sneaks into our garage despite our best efforts. This is a little harder to calculate but we can fudge a little bit here. If you have new, tight fitting gasketed doors and windows you can estimate infiltration as follows:
Windows: 20 cfm each
Passage doors: 30 cfm each
Overhead doors; 100 cfm
So for the window infiltration: 20 cfm x 60 degrees x 1.1 = 1320 btuh
That's it. Add up all the heat losses for the building components, plus infiltration and you will have the total heat loss for your space. Go forth and buy the correct heater! For those with fuel-fired heaters utilizing interior air for combustion, you will need to add that amount of outside air as well.
Now since you have a good set of plans, either existing or hand drawn, you can sketch in your installation and use the plans for your permit application. Note that for some jurisdictions there is a minimum size requirement, so that you may need to be bigger than 8-1/2x11. This will also be a good source for laying out your lighting plan and for general space planning so your hard work will be paid back many fold.
Good luck with your projects. Hope this is useful.
As always, offered only as opinion
Disclaimer: Surface air films, heat transmission directions, etc., etc., etc., omitted for this exercise. Don't PM me. I know!


