Do I need to do the sums again for you to demonstrate the point?
I suppose logic must seem strange to you.......
.andy
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Do I need to do the sums again for you to demonstrate the point?
I suppose logic must seem strange to you.......
.andy
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Read the post again. I don't believe there is a mistake in the arithmetic. If you believe there is then please correct the numbers and provide the figures.
.andy
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Then you must agree with me then.
Well do them by having a before and after of the ground floor and the 1st floor. Then see how much fuel is saved in each. I bet the 1st floor saves more fuel. Then there is superior cooling of the 1st floor and higher comfort conditions.
You have strange logic.
Read my posts again, about how you approach it.
With two affirmative words:
Yeah. Right.
.andy
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It doesn't use it in the first place if the temperature is lower.
For the ground floor, the heat calculation is generally what passes to the first floor and may be taken off of the local heating requirement of the first floor.
.andy
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I prefer to stick to using information with demonstrable and known figures.
What-if scenarios are a separate topic.
.andy
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That's better.
Then you agree with me then.
No.
.andy
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Funny thing is tho, I can see your point too, I just don't know who is right.
What I do know, is that while I have the opportunity, I will spend as much as I feel comfortable and/or can afford at the moment on sticking in loft insulation into the loft.
Although I realise there is also heat being lost through the walls and windows in each room, I dont have the time or finances to spend at this moment in increasing the insulation for that.
However when I replace the windows, and/or decide to add insulation into/to the walls, I will adopt the same route as I have done for the loft, ie, insulate as much as I can afford at the time.
My goal throughout this insulation in my house is to increase comfort, not so much to save cost. Therefore return on investment for the insulation isn't as important to me as having a comfortable house. This is within reason of course, I do have a limited budget :)
I hope the above explains my angle.
Thanks to both IMM and Andy Hall for their points too.
Dean
You have just contradicted yourself.
Nope.
.andy
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I was going to suggest the Knauf U value calculator normally available as a trial version from
It may be worthwhile checking the site in a week or so if you \re still interpreted.
cheers
David
The point is that the house has to be viewed as upper and lower floors. the difference in the upper floors is marked in most houses.
Heatloss through walls of the same construction, accounting for temperature variation, varies depending on whether you are upstairs or downstairs?
.andy
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THe heatloss calculator programs from the radiator manufacturers have this data as well....
.andy
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Here's my house as an exercise:-
Foot print ~ 70m2 Downstairs wall height ~ 2.1m Upstairs wall height ~ 2.2m Wall construction:- downstairs 27 m solid wall construction U-val ~ 2.0 + 8 m timber clad cavity wall construction U-val ~ 0.6 upstairs 27 m tile hung lath/plaster construction U-val ~ 2.0 + 8 m timber clad cavity wall construction U-val ~ 0.6 Ground floor :- thick concrete + screed + covering U-val ~ 0.3 Ceiling Floorbaord/Joist/Plaster U-val ~ 1.6 Loft currently insulated with ~ 100mm mineral wool U-val ~ 0.5
Windows:- Downstairs
2.2 m2 single glazed timber frames U-val ~ 4.8 5.9 m2 sealed double glazed units in plastic and metal U-val ~ 3.8 Upstairs 2.2 m2 single glazed timber frames U-val ~ 4.8 5.9 m2 sealed double glazed units in plastic and metal U-val ~ 3.8Doors:-
6 m2 mixed construction U-val ~ 3.0Air changes :- 1.5 per hour
Design parameters ================= Outside temp -3 C
Downstairs temp 21 C (delta-T = 24) Upstairs temp 18 C (delta-T = 21)
Heat loss - downstairs ====================== Floor = 70 x 0.3 x 24 = 504 W Walls = (27*2.1 - 5.9 - 3) * 2.0 * 24 ~ 2295 W +( 8*2.1 - 2.2 - 3) * 0.6 * 24 = 167 W Walls Total = 2462 W
Windows = 2.2 * 4.8 * 24 = 254 W +5.9 * 3.8 * 24 = 538 W Windows Total = 792 W
Doors = 6 * 3 * 24 = 432 W Ceiling = 70 * 1.6 * 3 = 336 W Air changes = 70 * 2.1 * 0.36 * 1.5 * 24 = 1896 W
Downstairs losses = 6422 W
Heat loss - upstairs ==================== Floor = 70 x 1.6 x -3 = 336 W Walls = (27*2.2 - 5.9) * 2.0 * 21 ~ 2247 W +( 8*2.2 - 2.2) * 0.6 * 21 = 194 W Walls Total = 2441 W
Windows = 2.2 * 4.8 * 21 = 222 W +5.9 * 3.8 * 21 = 471 W Windows Total = 693 W
Ceiling = 70 * 0.5 * 21 = 735 W Air changes = 70 * 2.2 * 0.36 * 1.5 * 21 = 1746 W
Upstairs losses = 5951 W
Total losses for house = 12.3kW
Downstairs losses are 51.9% of total losses from house.
Losses through:-
Ground floor 4% Downstairs solid wall 19% Downstairs cavity wall 1% Downstairs windows 6% Ceiling to upstairs 3%
Roof 6% Upstairs solid wall 18% Upstairs cavity wall 2% Upstairs windows 6%
Then see how much fuel is saved in each. I bet the 1st floor saves
Grow up! The rooms in the upper floors have a large area that is the ceiling with a cold loft over in winter and hot loft over in summer. Insulate the loft heavily and heat loss in these rooms reduces considerably, giving superior comfort conditions in winter and summer, moreso than the ground floors.
You didn't know that did you?
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