| 主权项 |
1. A method to reduce thermal energy consumption of a commercial building while maintaining occupant comfort, said method providing a heating system start-up time adjusted at least once each day for short range weather forecast, said method comprising:
a) determining said building's natural thermal lag; b) selecting an internal space of said building for obtaining internal temperatures; c) determining said internal building space temperature setpoint d) recording for a predetermined number of days during said building's mechanical heat-up
i. heating system start-up timeii. temperature of said internal space at heating system start-up timeiii. time period until said temperature set-point reachediv. external temperature data in 15 minute intervals; e) calculating, using data of step d), a mechanical heat-up rate (MHR)
MHRp=1 . . . N={(Tsetpoint−TSPt=0)/tsetpoint}p where Tsetpoint is an internal space temperature setpoint TSPt=0 is an internal space temperature at heating system start-up tsetpoint is time period to heat said internal space from a starting temperature TSPt=0 to a temperature setpoint Tsetpoint; f) recording average daily lagged external temperature for a day an MHR was calculated, yielding a series of MHRp=1 . . . N values for heating days 1 . . . N, establishing a regression relationship linking an MHR to an average daily lagged external temperature
MHRi=β0−β1ALaggedTouti+εi wherein MHRi is a calculated mechanical heat-up rate on day i, β0 represents a y-axis intercept of a linear relationship between mechanical heating rate and lagged external temperature β1 represents a slope of a relationship between MHRi and lagged average external temperature ALaggedTouti ALaggedTouti represents a value of average lagged external temperature, calculated for day i ε represents variability; g) recording over a preselected period for said building:
i. time heating plant shuts-downii. said internal space temperature at time heating plant shuts-downiii. said internal space temperature at heating plant start-up timeiv. external temperature data in 15 minute intervals; h) deriving, using data from step g), change in said internal space temperature as a function of a difference between said internal space temperature and a lagged external temperature
TSPi=β0−β1(TSPi−LaggedTouti)+εi wherein TSPi is an internal space temperature recorded at time period i β0 represents a y-axis intercept of a linear relationship between internal space temperature and a difference between an internal space temperature and an external lagged temperature, β1 represents a slope of a relationship between an internal space temperature TSPi and a difference between internal space temperature and an external lagged temperature LaggedTouti at time period i LaggedTouti is a value of lagged external temperature for time period i ε represents variability; i) determining, using the steps of h), a night natural cool-down profile slope (NNCPS) yielding a series of NNCPSp=1 . . . N values 1 . . . N. thereby establishing a relationship linking an NNCPS to an average daily average lagged external temperature expressable as
NNCPSi=β0−β1ALaggedTouti+εi wherein NNCPSi is a derived night-time natural cool-down profile slope on day i β0 represents a y-axis intercept of the linear relationship between NNCPS and daily average lagged external temperature β1 represents a slope of a relationship between NNCPS and daily lagged average external temperature ALaggedTouti ALaggedTouti represents a value of daily average lagged external temperature on day i ε represents variability; j) gathering an hourly weather forecast for a period of approximately 8-12 hours where said forecast includes 15 minute predictions of external temperature; k) calculating at approximately midnight, a lagged average external temperature over a data window starting when said building's heating system shut off, using recorded 15-minute temperature data from a period of time commencing at time of heating system shut off to approximately midnight; l) recording internal space temperatures and external temperatures from time of heating system shut off to approximately midnight, and using the equation set forth in step h), generating a model describing the relationship between recorded internal space temperature and differences between space temperature and a lagged external temperature; m) using the equation set forth in step h) and a predicted lagged external temperatures in a weather forecast to forecast internal space temperatures at 15-minute periods until occupancy start time n) determining a Mechanical Heat-up Rate for an average daily lagged external temperature using recorded external temperatures in conjunction with weather forecast using the equation of step f) o) estimating a building heat-up time using a Mechanical Heat-up Rate for day i, a heating set point and an internal temperature predicted in step l), and using the equation of step e); p) subtracting said estimate of building heat up time of step o) from occupancy start time to determine an activation time of said building's heating system; q) performing a communication to said building's Building Management System r) writing a preselected test count value into a preselected register s) receiving a response from said Building Management System t) placing a data value into said preselected register thereby causing said building management system to activate said building's heating system at the time determined by step p) u) reading a confirmation response from said Building Management System in a second preselected register to confirm to aninstruction to activate said building's heating system has been received v) responding to step s), said building's Building Management System activates said building's heating system. |
