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1. Full Text Local thermal non-equilibrium (LTNE) model for developed flow in porous media with spatially-varying Biot number
by Parhizi, Mohammad and Torabi, Mohsen and Jain, Ankur
International journal of heat and mass transfer, ISSN 0017-9310, 01/2021, Volume 164
Local thermal non-equilibrium | Fully developed internal flow | Variable Biot number | Heat transfer | Porous medium | Thermal properties | Analysis | Differential equations | Aerospace engineering | Electric properties
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2. Full Text Extending the validity of lumped capacitance method for large Biot number in thermal storage application
by Xu, Ben and Li, Pei-Wen and Chan, Cho Lik
Solar energy, ISSN 0038-092X, 06/2012, Volume 86, Issue 6, pp. 1709 - 1724
Lumped capacitance method | Thermal energy storage | Validity extending | Corrected heat transfer coefficient | Large Biot numbers | Technology | Energy & Fuels | Science & Technology | Electrical engineering. Electrical power engineering | Energy | Electrical power engineering | Exact sciences and technology | Applied sciences | Theoretical studies. Data and constants. Metering | Energy. Thermal use of fuels | Energy accumulation | Direct energy conversion and energy accumulation | Transport and storage of energy | Heat transfer | Mechanical engineering | Heat storage | Methods | Comparative analysis | Heat conductivity | Solar energy | Fluids | Storage systems | Fluid flow | Biot number | Capacitance | Mathematical models | Thermal storage | Heat transfer coefficients
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3. Full Text Modified Biot Number Models For Startup And Continuum Limits Of High Temperature Thermosyphons
by Cisterna, Luis H.R and Fronza, Eduardo L and Cardoso, Maria C.K and Milanez, Fernando H and Mantelli, Marcia B.H
International journal of heat and mass transfer, ISSN 0017-9310, 02/2021, Volume 165
Free molecular flow | High temperature | Sodium | Two-phase thermosyphon | Biot number | Mechanical engineering | Analysis | Models
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4. Full Text Biot number behaviour in the Chill Block Melt Spinning (CBMS) process
by Pagnola, M and Malmoria, M and Barone, M
Applied thermal engineering, ISSN 1359-4311, 06/2016, Volume 103, pp. 807 - 811
Chill Block Melt Spinning | Change Biot number | Newtonian cooling | Amorphous ribbons | OpenFOAM® simulation | Thermodynamics | Engineering | Physical Sciences | Technology | Mechanics | Energy & Fuels | Engineering, Mechanical | Science & Technology | Ribbons | Liquids | Cooling | Unity | Biot number | Melt spinning | Adhesion | Solidification
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5. Full Text Effect of the Biot Number on Metal Temperature of Thermal-Barrier-Coated Turbine Parts—Real Engine Measurements
by Henze, Marc and Bogdanic, Laura and Muehlbauer, Kurt and Schnieder, Martin
Journal of turbomachinery, ISSN 0889-504X, 05/2013, Volume 135, Issue 3, pp. 31029 - 7
Engineering | Technology | Engineering, Mechanical | Science & Technology | Heat exchangers (included heat transformers, condensers, cooling towers) | Energy | Devices using thermal energy | Continuous cycle engines: steam and gas turbines, jet engines | Mechanical engineering. Machine design | Exact sciences and technology | Installations for energy generation and conversion: thermal and electrical energy | Applied sciences | Engines and turbines | Energy. Thermal use of fuels | Maintenance and repair | Reynolds number | Analysis | Turbines | Testing | Gas turbines | Thermocouples | Fluid flow | Mathematical models | Engine tests | Protective coatings
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6. Full Text Effect of Reynolds Number, Hole Patterns, and Target Plate Thickness on the Cooling Performance of an Impinging Jet Array—Part II: Conjugate Heat Transfer Results and Optimization
by Li, Weihong and Yang, Li and Li, Xueying and Ren, Jing and Jiang, Hongde
Journal of turbomachinery, ISSN 0889-504X, 10/2017, Volume 139, Issue 10
Engineering | Technology | Engineering, Mechanical | Science & Technology
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7. Full Text Critical Biot Number of a Periodic Array of Rectangular Fins
by Fyrillas, Marios M and Leontiou, Theodoros
Journal of heat transfer, ISSN 0022-1481, 02/2016, Volume 138, Issue 2, p. 024504
heat convection | fin effectiveness | critical Biot number | optimum fin | uniform heat transfer coefficient | Heat transfer | rectangular fin | Thermodynamics | Engineering | Physical Sciences | Technology | Engineering, Mechanical | Science & Technology | Electric extension cords | Research | Convection modes | Biot number | Fins | Two dimensional | Arrays | Convection | Walls
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8. Full Text Condensation heat transfer in a sessile droplet at varying Biot number and contact angle
by Adhikari, Sanjay and Nabil, Mahdi and Rattner, Alexander S
International journal of heat and mass transfer, ISSN 0017-9310, 12/2017, Volume 115, pp. 926 - 931
Conduction heat transfer | Dropwise condensation | Thermodynamics | Engineering | Physical Sciences | Technology | Mechanics | Engineering, Mechanical | Science & Technology | Formulations | Temperature | Computer simulation | Conduction cooling | Contact angle | Condensation | Heat flux | Finite element method | Thermal resistance | Mathematical analysis | Ambient temperature | Correlation analysis | Biot number | Mathematical models | Curvature | Heat transfer
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9. Full Text Proposing a normalized Biot number: For simpler determination of Fourier exponents and for evaluating the sensitivity of the Biot number
by Christensen, Martin Gram and Adler-Nissen, Jens
Applied thermal engineering, ISSN 1359-4311, 07/2015, Volume 86, pp. 214 - 221
Biot number | Eigenvalues | Series expansion | Fourier exponent | Normalization | Transient heat transfer | Lag factor | Thermodynamics | Engineering | Physical Sciences | Technology | Mechanics | Energy & Fuels | Engineering, Mechanical | Science & Technology | Exponents | Thermal engineering | Mathematical analysis | Fourier analysis | Fourier series
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10. Full Text Effect of surface heat dissipation on thermocapillary convection of moderate Prandtl number fluid in a shallow annular pool
by Zhang, Li and Li, You-Rong and Wu, Chun-Mei and Zhang, Lu
Journal of crystal growth, ISSN 0022-0248, 05/2019, Volume 514, pp. 21 - 28
A2. Microgravity conditions | A1. Heat transfer | A1. Computer simulation | A1. Convection | Physical Sciences | Materials Science | Technology | Materials Science, Multidisciplinary | Crystallography | Physics | Science & Technology | Physics, Applied | Computer simulation | Temperature gradients | Steady flow | Variations | Aspect ratio | Thermal energy | Axisymmetric flow | Thermocapillary convection | Prandtl number | Heat | Energy dissipation | Biot number | Destabilization | Heat transfer | Free surfaces | Cylinders
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11. Full Text Biot Number Analogy for Design of Experiments in Turbine Cooling
by Gomatam Ramachandran, Saiprashanth and Shih, Tom I-P
Journal of turbomachinery, ISSN 0889-504X, 06/2015, Volume 137, Issue 6, pp. np - np
Turbine cooling | Conjugate heat transfer | Gas turbines | Engineering | Technology | Engineering, Mechanical | Science & Technology | Thermal properties | Dynamic testing | Cooling | Gas-turbines | Observations | Methods | Testing | Stress concentration | Conjugates | Computational fluid dynamics | Biot number | Coolants | Mathematical models | Turbines | Navier-Stokes equations
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12. Full Text Thermocapillary convection of moderate Prandtl number fluid in a shallow annular pool heated from inner cylinder with surface heat dissipation
by Li, You-Rong and Zhang, Sen and Zhang, Li
International journal of thermal sciences, ISSN 1290-0729, 11/2019, Volume 145, p. 105983
Thermocapillary convection | Numerical simulation | Flow pattern | Stability | Annular pool | Thermodynamics | Engineering | Physical Sciences | Technology | Engineering, Mechanical | Science & Technology
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13. Full Text Approximate solutions for the ignition of a solid as a function of the Biot number
by Quintiere, James G
Fire and materials, ISSN 0308-0501, 01/2019, Volume 43, Issue 1, pp. 57 - 63
ignition temperature | solids | heat flux | radiation | Biot number | conduction | Materials Science | Technology | Materials Science, Multidisciplinary | Science & Technology | Conduction | Accuracy | Heat | Fluctuations | Integrals | Infinite series | Mathematical models | Heat transfer | Heat flux | Ignition temperature
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14. Full Text Estimation of the Biot Number Using Genetic Algorithms: Application for the Drying Process
by Gornicki, Krzysztof and Winiczenko, Radoslaw and Kaleta, Agnieszka
Energies (Basel), ISSN 1996-1073, 07/2019, Volume 12, Issue 14, p. 2822
Technology | Energy & Fuels | Science & Technology | Product quality | Temperature dependence | Temperature | Parameters | Partial differential equations | Porous materials | Reynolds number | Boundary conditions | Impact tests | Washers & dryers | Optimization | Mass transfer | Genetic algorithms | Heat | Solid surfaces | Researchers | Moisture content | Biot number | Diffusion coefficient | Food | Drying | Root-mean-square errors | Multiple objective analysis | Fluxes | Algorithms | Heat transfer coefficients | Heat transfer | drying | genetic algorithms
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15. Full Text Flow pattern transition and destabilization mechanism of thermocapillary convection for low Prandtl number fluid in a deep annular pool with surface heat dissipation
by Zhang, Li and Li, You-Rong and Wu, Chun-Mei and Liu, Qiu-Sheng
International journal of heat and mass transfer, ISSN 0017-9310, 11/2018, Volume 126, pp. 118 - 127
Low Prandtl number fluid | Thermocapillary convection | Surface heat dissipation | Annular pool | Flow pattern transition | Thermodynamics | Engineering | Physical Sciences | Technology | Mechanics | Engineering, Mechanical | Science & Technology
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16. Full Text Drag of a heated sphere at low Reynolds numbers in the absence of buoyancy
by Ganguli, Swetava and Lele, Sanjiva K and Stanford Univ., CA (United States)
Journal of fluid mechanics, ISSN 0022-1120, 06/2019, Volume 869, pp. 264 - 291
JFM Papers | Mechanics | Physical Sciences | Physics, Fluids & Plasmas | Technology | Physics | Science & Technology | Temperature | Approximation | Computer simulation | Computational fluid dynamics | Temperature gradients | Reynolds number | Buoyancy | Fluid flow | Velocity | Drag coefficients | Incompressible flow | Base flow | Heat | Drag | Perturbation methods | Asymmetry | Heating | Temperature effects | Biot number | Boussinesq approximation | Corrections | Drag coefficient | Heat transfer
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