Method for determining mechanical heat-up lag (MHL) of a building from the building's natural thermal lag (NTL)
First Claim
1. An improved method of determining the mechanical heat-up lag of a building, wherein the improvement comprises the step of predicting the mechanical heat-up lag of a building based on the natural thermal lag of said building, according to the equation
MHLi=β
-
0−
β
1NTLi+ε
i
Eqn 1where β
0 represents the intercept of the linear relationship on the y-axis, β
1 represents the slope of the relationship between MHL and NTL, and ε
represents the error inherent in the linear model.
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Abstract
The invention provides an improved method for determining the mechanical heat-up lag of a building. The time lag for the heating system to reach its set point, which is referred to as the Mechanical Heat-up Lag (MHL) is dependent on the natural thermal lag (NTL) of a building. The invention provides a determination of the MHL as it relates to the NTL. The invention is very useful in reducing energy usage in commercial buildings when used in combination with a short term weather forecast.
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2 Claims
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1. An improved method of determining the mechanical heat-up lag of a building, wherein the improvement comprises the step of predicting the mechanical heat-up lag of a building based on the natural thermal lag of said building, according to the equation
MHLi=β-
0−
β
1NTLi+ε
i
Eqn 1where β
0 represents the intercept of the linear relationship on the y-axis, β
1 represents the slope of the relationship between MHL and NTL, and ε
represents the error inherent in the linear model.
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0−
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2. An improved method of determining mechanical cool-down lag of a building, wherein the improvement comprises the step of predicting the mechanical cool-down lag of a building base on the natural themal lag of said building according to the equation
MCLi=β-
0−
β
1NTLi+ε
i
Eqn 2where β
0 represents the intercept of the linear relationship on the y-axis, β
1 represents the slope of the relationship between MCL and NTL, and ε
represents the error inherent in the linear model.
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0−
Specification