Valancius,
K.
,
Motuziene,
V.
, and
Paulauskaite,
S.
, 2015, “
Redeveloping Industrial Buildings for Residential Use: Energy and Thermal Comfort Aspects,” Energy for Sustainable Dev.,
29, pp. 38–46.

[CrossRef]
Han,
G.
, and
Srebric,
J.
, 2015, “
Comparison of Survey and Numerical Sensitivity Analysis Results to Assess the Role of Life Cycle Analyses From Building Designers' Perspectives,” Energy Build.,
108, pp. 463–469.

[CrossRef]
Zhao,
K.
,
Liu,
X.
, and
Jiang,
Y.
, 2013, “
Application of Radiant Floor Cooling in a Large Open Space Building With High-Intensity Solar Radiation,” Energy Build.,
66, pp. 246–257.

[CrossRef]
Kirimtat,
A.
,
Kundakci Koyunbaba,
B.
,
Chatzikonstantinou,
I.
, and
Sariyildiz,
S.
, 2016, “
Review of Simulation Modeling for Shading Devices in Buildings,” Renewable Sustainable Energy Rev.,
53, pp. 23–49.

[CrossRef]
Stephenson,
D. G.
, and
Mitalas,
G. P.
, 1967, “
Cooling Load Calculations by Thermal Response Factor Method,” ASHRAE Trans.,
73(1), pp. 509–515.

Andersen,
K. K.
, 2001, “
Stochastic Modeling of Energy Systems,” Ph.D. thesis, Department of Mathematical Modelling, The Technical University of Denmark, Lyngby, Denmark.

Hensen,
R.
,
Auer,
H.
, and
Biermay,
P.
, 1995, “
On System Simulation for Building Performance Evaluation,” Fourth IBPSA World Congress on Building Simulation, Madison, WI, Aug. 14–16, pp. 259–267.

Pedersen,
C. O.
,
Fisher,
D. E.
, and
Liesen,
R. J.
, 1997, “
Development of a Heat Balance Procedure for Calculating Cooling Loads,” ASHRAE Trans.,
103(2), pp. 459–468.

Hadamard,
J.
, 1952, Sur les Problem aux Derivees Partielles et Leur Signification Physique, Vol.
13,
University Princeton Press,,
Princeton, NJ, pp. 49–52.

Beck,
J. V.
, 1970, “
Sensitivity Coefficients Utilized in Nonlinear Estimation With Small Parameters in a Heat Transfer Problem,” ASME J. Basic Eng.,
92(2), pp. 215–222.

[CrossRef]
Shenefelt,
J.
,
Luck,
R.
,
Taylor,
R. P.
, and
Berry,
J. T.
, 2002, “
Model Reduction Solution for Inverse Heat Conduction Problems Employing Matrix Transfer,” Int. J. Heat Mass Transfer,
45(1), pp. 67–74.

[CrossRef]
Tikhanov,
A. N.
, and
Arsenin,
V. Y.
, 1977, Solution of Ill-Posed Problems,
Winston,
Washington, DC.

Fayazbakhsh,
M. A.
,
Bagheri,
F.
, and
Bahrami,
M.
, 2015, “
An Inverse Method for Calculation of Thermal Inertia and Heat Gain in Air Conditioning and Refrigeration Systems,” Appl. Energy,
138, pp. 496–504.

[CrossRef]
Lei,
L.
,
Wang,
Sh.
, and
Zhang,
T.
, 2014, “
Inverse Determination of Wall Boundary Convective Heat Fluxes in Indoor Environments Based on CFD,” Energy Build.,
73, pp. 130–136.

[CrossRef]
Chaffar,
K.
,
Chauchois,
A.
,
Defer,
D.
, and
Zalewski,
L.
, 2014, “
Thermal Characterization of Homogeneous Walls Using Inverse Method,” Energy Build.,
78, pp. 248–255.

[CrossRef]
Grieu,
S.
,
Faugeroux,
O.
,
Traoré,
A.
,
Claudet,
B.
, and
Bodnar,
J. L.
, 2011, “
Artificial Intelligence Tools and Inverse Methods for Estimating the Thermal Diffusivity of Building Materials,” Energy Build.,
43, pp. 543–554.

[CrossRef]
Hua,
J.
,
Fan,
H.
,
Wang,
X.
, and
Zhang,
Y.
, 2015, “
A Novel Concept to Determine the Optimal Heating Mode of Residential Rooms Based on the Inverse Problem Method,” Build. Environ.,
85, pp. 73–84.

[CrossRef]
Reddy,
T. A.
,
Deng,
S.
, and
Claridge,
D. E.
, 1999, “
Development of an Inverse Method to Estimate Overall Building and Ventilation Parameters of Large Commercial Buildings,” ASME J. Sol. Energy Eng.,
121(1), pp. 40–46.

[CrossRef]
Fernández,
E.
, and
Besuievsky,
G.
, 2012, “
Inverse Lighting Design for Interior Buildings Integrating Natural and Artificial Sources,” Comput. Graphics,
36(8), pp. 1096–1108.

[CrossRef]
Ukrainczyk,
N.
, 2009, “
Thermal Diffusivity Estimation Using Numerical Inverse Solution for 1D Heat Conduction,” Int. J. Heat Mass Transfer,
52, pp. 5675–5681.

[CrossRef]
Zhang,
Y.
,
Shi,
W.
,
Shang,
R.
,
Cheng,
R.
, and
Wang,
X.
, 2015, “
A New Approach, Based on the Inverse Problem and Variation Method, for Solving Building Energy and Environment Problems: Preliminary Study and Illustrative Examples,” Build. Environ.,
91, pp. 204–218.

[CrossRef]
Zhang,
Y.
,
O'Neill,
Z.
,
Dong,
B.
, and
Augenbroe,
G.
, 2015, “
Comparisons of Inverse Modeling Approaches for Predicting Building Energy Performance,” Build. Environ.,
86, pp. 177–190.

[CrossRef]
Sangi,
R.
,
Baranski,
M.
,
Oltmanns,
J.
,
Streblow,
R.
, and
Müller,
D.
, 2016, “
Modeling and Simulation of the Heating Circuit of a Multi-Functional Building,” Energy Build.,
110, pp. 13–22.

[CrossRef]
Harish,
V. S. K. V.
, and
Kumar,
A.
, 2016, “
Reduced Order Modeling and Parameter Identification of a Building Energy System Model Through an Optimization Routine,” Appl. Energy,
162, pp. 1010–1023.

[CrossRef]
Hui,
S. C. M.
, 1988, “
Simulation Based Design Tools for Energy Efficient Buildings in Hong Kong,” Hong Kong Papers Design Develop.,
1, pp. 40–46.

Berdahl,
P.
,
Martin,
M.
, and
Sakkal,
F.
, 1983, “
Thermal Performance of Radiative Cooling Panels,” Int. J. Heat Mass Transfer,
26(6), pp. 871–880.

[CrossRef]
De Carli,
M.
,
Scarpa,
M.
,
Tomasi,
R.
, and
Zarrella,
A.
, 2012, “
A Numerical Model for Thermal Balance of Rooms Equipped With Radiant Systems,” Build. Environ.,
57, pp. 126–144.

[CrossRef]
Hui,
S. C. M.
, and
Cheung,
K. P.
, 1998, “
Application of Building Energy Simulation to Air-Conditioning Design,” Mainland-Hong Kong HVAC Seminar '98, Beijing, China, Mar. 23–25, pp. 12–20.

Duda,
P.
, 2016, “
A General Method for Solving Transient Multidimensional Inverse Heat Transfer Problems,” Int. J. Heat Mass Transfer,
93, pp. 665–673.

[CrossRef]
Ozisik,
M. N.
, and
Orlande,
H. R. B.
, 2000, Inverse Heat Transfer Problems: Fundamentals and Applications,
Taylor and Francis, New York.

Moftakhari,
A.
,
Torabi,
F.
, and
Aghanajafi,
C.
, 2016, “
A Novel Energy Simulation Approach for Thermal Design of Buildings Equipped With Radiative Panels Using Inverse Methodology,” Energy Buildings,
113, pp. 169–181.

[CrossRef]
Kim,
D.
,
Hong,
S.
, and
Armando Duarte,
C.
, 2015, “
Generalized Finite Element Analysis Using the Preconditioned Conjugate Gradient Method,” Appl. Math. Modell.,
39(19), pp. 5837–5848.

[CrossRef]
Marquadt,
M.
, 1963, “
An Algorithm for Least Square Estimation of Nonlinear Parameters,” J. Sci. Appl. Math.,
11(2), pp. 431–441.