In houses having a
crawl
space with insulated foundation walls and a non-insulated floor over the
crawl
space, if the entire
crawl
space can be heated, then the entire floor will be heated. As a result, the entire first floor space will become the radiant heating environment. We call this heating system as the “
crawl
-space heating system”. This system has low risks of vascular disorders such as cerebrovascular disease caused by the large temperature differences between the rooms on the first floor.
In this paper, we propose a method to estimate the maximum heat loss from the
crawl
space to the foundation walls and the ground for 24-h continuous
crawl
-space heating, which is used to estimate the required heating capacity of the heat source equipment.
Our proposed estimation method is outlined as follows. This method uses the feature in that the heat conduction equation and boundary conditions used for heat loss calculation are linear when the thermal properties (density, specific heat, and thermal conductivity) of the object can be regarded as constant. We express the temperature fluctuations of the
crawl
space and those outdoor by superposing the unit temperature fluctuation. Heat losses under the conditions of each unit temperature fluctuation are calculated by numerical simulations, and they are expressed by formulae that use the insulation performances of the foundation and the thermal conductivity of the ground as explanatory variables. By superposing them in accordance with the original temperature fluctuations, estimating the heat loss at any insulation performance of the foundation, thermal conductivity of the ground, temperature of the
crawl
space, and outdoor temperature is possible. This method is useful when designing
crawl
-space heating because maximum heat loss can be estimated simply by substituting values in accordance with conditions into the proposed equations without using a numerical calculation.
First, we outline this estimation method. Subsequently, the influences of outdoor air temperature used for numerical simulation,
crawl
space model and the ground to be calculated, heating period, and the thermal properties of the ground (density, specific heat, and thermal conductivity) on the calculation result are examined, and the calculation conditions for numerically calculating heat losses under the conditions of each unit temperature fluctuation are determined. Furthermore, as it is necessary to use the values of the same time when superposing the heat losses calculated under the conditions of each unit temperature fluctuation, the suitable time for estimating the maximum heat loss is examined. Thus, we derived formulae that estimate heat losses under the conditions of each unit temperature fluctuation according to the insulation performance of the foundation and the thermal conductivity of the ground using multiple regression analysis, and we proposed equations to estimate the maximum heat loss depending on the area of the
crawl
space, perimeter length of the
crawl
space, and area of the foundation walls.
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