The Guide to Energy Efficient Thermal Insulation in Buildings
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Thermal Transmittance (U-Value) Evaluation of Innovative Window Technologies
)XWXUH&LWLHV Aguilar-Santana, JL, et al. 2020. Thermal Transmittance (U-value) Evaluation of Innovative Window Technologies. Future Cities and DQG(QYLURQPHQW Environment, 6(1): 12, 1–13. DOI: https://doi.org/10.5334/fce.99 TECHNICAL ARTICLE Thermal Transmittance (U-value) Evaluation of Innovative Window Technologies Jorge Luis Aguilar-Santana, Mariana Velasco-Carrasco and Saffa Riffat Calculation of heat transfer in windows has a direct impact on the thermal transmittance on highly insulated glazing components. A series of experimental tests were carried out in order to calculate the U-value of active insulated windows using the Heat Flux Meter method (ISO 9869-1); this to compare the insulation properties of traditional single glass, double glazing with different aerogel fillings and vacuum glazing windows. The use of this heat flux method utilised an environmental chamber to provide a temperature difference of 15 °C reporting the U-values as follows: traditional double glazing 3.09 W/m2·K, vacuum glazing 1.12 W/m2·K, and double glazing with aerogel pillars 2.52 W/m2·K. On the other hand, double glazing with KGM wheat starch reported 3.40 W/m2·K, double glazing with granulated aerogel 2.07 W/m2·K and heat insula- tion solar glass 1.84 W/m2·K. Vacuum glazing recorded optimal results under these experimental conditions, describing a U-value 78 % lower when compared to traditional single glazing window units (5.15 W/m2·K). Installation of windows with lower thermal transmittance are expected to increase in the global market to meet the current construction codes, aimed for achieving net zero carbon buildings. -
Technical Paper 10 U-Values and Traditional Buildings
Conservation Group Technical Paper 10 U‐values and traditional buildings In situ measurements and their comparisons to calculated values Dr. Paul Baker (Glasgow Caledonian University) January 2011 Historic Scotland Technical Paper 10 The views expressed in the research report(s), presented in this Historic Scotland Technical Paper, are those of the researchers, and do not necessarily represent those of Historic Scotland. This paper is available as web publication on the Historic Scotland website: www.historic‐scotland.gov.uk/technicalpapers This paper should be quoted as ‘Historic Scotland Technical Paper 10’. Acknowledgements We like to thank Crichton Development Company Ltd, The Great Stewart of Scotland’s Dumfries House Trust, Lister Housing Association, The National Trust for Scotland, Reidvale Housing Association, and all the private building owners for the opportunities to carry out measurements in their properties. We also like to thank the building occupiers who shared their homes for two weeks with measurement sensors and data loggers. We also like to thank Dr. Caroline Rye for her help in developing this research further. Definitions U‐value (or thermal transmittance co‐efficient) is a measure of how much heat will pass through one square metre of a structure when the temperature on either side of the structure differs by 1 degree Celsius. The lower the U‐value, the better is the thermal performance of a structure. The U‐value is expressed in W/m2K. Page I Historic Scotland Technical Paper 10 U‐values and traditional buildings In situ measurements and their comparison to calculated values Contents Introduction by Historic Scotland …………………………………………………………………………… III Research report by Dr. -
TRSYS01 Heat Flux Measurement System Brochure
Hukseflux Thermal Sensors TRSYS01 High-accuracy building thermal resistance measuring system with two measurement locations TRSYS01 is a high-accuracy system for on-site measurement of thermal resistance, R, thermal conductance, the Λ-value, and thermal transmittance, the U-value, of building envelopes. TRSYS01 is mostly used for measurements according to standard practices of ISO 9869 and ASTM C1155 / C1046. The system is equipped with high-accuracy electronics, two heat flux sensors of model HFP01 as well as two pairs of matched thermocouples. The two measurement locations provide redundancy, leading to a high level of confidence in the measurement result. The high accuracy of the heat flux sensors and temperature difference measurements ensures that TRSYS01 continues measuring when other systems no longer perform; in particular at very low temperature differences across the wall. Introduction On-site measurements of thermal resistance, R, are often applied in studies of buildings. Alternatives are to measure its inverse value, the thermal conductance which is called the Λ-value, or the thermal transmittance which includes ambient air boundary layer thermal resistance, the U-value. The measurements of R are based on simultaneous time averaged measurement of heat flux Φ and differential temperature, ΔT, (using two temperature sensors, each on a different side of the wall). R = ΔT / Φ The ISO and ASTM standards give detailed Figure 1 TRSYS01: the complete measuring system directions concerning the measurement method, includes 2 HFP01 heat flux sensors and 2 matched TC sensor installation and data analysis. thermocouple pairs (in total 4 temperature sensors) The TRSYS01 system employs dedicated sensors and the MCU01 measurement and control unit and electronics. -
Thermal Conductivity 1 Thermal Conductivity
Thermal conductivity 1 Thermal conductivity In physics, thermal conductivity, , is the property of a material's ability to conduct heat. It appears primarily in Fourier's Law for heat conduction. Thermal conductivity is measured in watts per kelvin-meter (W·K−1·m−1, i.e. W/(K·m) or in IP units (Btu·hr−1·ft−1·F−1, i.e. Btu/(hr·ft⋅F). Multiplied by a temperature difference (in kelvins, K) and an area (in square meters, m2), and divided by a thickness (in meters, m), the thermal conductivity predicts the rate of energy loss (in watts, W) through a piece of material. In the window building industry "thermal conductivity" is expressed as the U-Factor [1], which measures the rate of heat transfer and tells you how well the window insulates. U-factor values are generally recorded in IP units (Btu/(hr·ft⋅F)) and usually range from 0.15 to 1.25. The lower the U-factor, the better the window insulates. The reciprocal of thermal conductivity is thermal resistivity. Measurement There are a number of ways to measure thermal conductivity. Each of these is suitable for a limited range of materials, depending on the thermal properties and the medium temperature. There is a distinction between steady-state and transient techniques. In general, steady-state techniques are useful when the temperature of the material does not change with time. This makes the signal analysis straightforward (steady state implies constant signals). The disadvantage is that a well-engineered experimental setup is usually needed. The Divided Bar (various types) is the most common device used for consolidated rock samples. -
Interim Procedure to Measure the Thermal Performance of Window Systems
Interim Procedure to Measure the Thermal Performance of Window Systems M. E. McCabe W. P. Goss U.S. DEPARTMENT OF COMMERCE National Bureau of Standards National Engineering Laboratory Center for Building Technology Gaithersburg, MD 20899 September 1986 issued June 1987 D ror\o rci/H fQf QC artment of Energy 100 le Power Administration . U56 : 3621 i Oregon 97^08 1987 C.2 Research Information Center iNational Bureau of Standards Gaithersburg, Maryland 20899 NBSIR 87-3569 MZSc CiCiOO INTERIM PROCEDURE TO MEASURE THE (j c*7- THERMAL PERFORMANCE OF WINDOW SYSTEMS { 91 M. E. McCabe W. P. Goss U.S. DEPARTMENT OF COMMERCE National Bureau of Standards National Engineering Laboratory Center for Building Technology Gaithersburg, MD 20899 September 1986 Issued June 1987 Prepared for: U.S. Department of Energy Bonneville Power Administration P.O. Box 3621 Portland, Oregon 97208 o U.S. DEPARTMENT OF COMMERCE, Malcolm Baldrige, Secretary NATIONAL BUREAU OF STANDARDS, Ernest Ambler, Director FORWARD In 1984, the National Bureau of Standards (NBS) began work on preparing an interim test procedure for the Bonneville Power Administration (BPA) for measuring the thermal performance of a class of products known as movable insulations. Those products are used primarily to reduce winter time heat loss through windows. At that time, BPA planned to use the test procedure for developing specifications and certifying compliance with the BPA Residential Wea ther iza t ion Program which included credits for movable insulation systems for windows. Due to the limited funding available for preparing a draft test method, no testing was to be performed, however the test procedure was to be based on a technical evaluation of test methods described in the literature, visits to testing laboratories and consultation with researchers, testing lab operators and members of standards committees working in similar areas. -
User Manual Hfp01 & Hfp03
Hukseflux Thermal Sensors USER MANUAL HFP01 & HFP03 Heat flux plate / heat flux sensor Copyright by Hukseflux | manual v1721 | www.hukseflux.com | [email protected] Warning statements Putting more than 12 Volt across the sensor wiring can lead to permanent damage to the sensor. Do not use “open circuit detection” when measuring the sensor output. HFP01 HFP03 manual v1721 2/43 Contents Warning statements 2 Contents 3 List of symbols 4 Introduction 5 1 Ordering and checking at delivery 8 1.1 Ordering HFP01 8 1.2 Included items 8 1.3 Quick instrument check 8 2 Instrument principle and theory 9 3 Specifications of HFP01 11 3.2 Dimensions of HFP01 14 4 Standards and recommended practices for use 15 4.1 Heat flux measurement in building physics 15 4.2 Heat flux measurement in meteorology 19 5 Installation of HFP01 22 5.1 Site selection and installation in building physics 22 5.2 Site selection and installation in meteorology / the soil 25 5.3 Electrical connection 26 5.4 Requirements for data acquisition / amplification 28 6 Making a dependable measurement 29 6.1 Uncertainty evaluation 29 6.2 Typical measurement uncertainty budget 30 6.3 Contributions to the uncertainty budget 30 7 Maintenance and trouble shooting 34 7.1 Recommended maintenance and quality assurance 34 7.2 Trouble shooting 35 7.3 Calibration and checks in the field 36 8 HFP03 37 8.1 Introduction HFP03 37 9 Appendices 40 9.1 Appendix on cable extension / replacement 40 9.2 Appendix on standards for calibration 41 9.3 Appendix on calibration hierarchy 41 9.4 EU declaration of -
Thermal Bridging Guide
Thermal Bridging Guide September 2018 Foreword This publication presents information on the nature and significance of structural thermal bridges in buildings constructed of concrete and steel. The publication was prepared in cooperation with Oxford Brookes University. ▶ Schöck Design Department Telephone hotline and technical project management Tel: 01865 290 890 E-Mail: [email protected] ▶ Lunch & Learn seminars Phone: 01865 290 890 Internet: www.schoeck.co.uk E-Mail: [email protected] Schöck Ltd Staniford House 4 Wedgwood Road Bicester Oxfordshire OX26 4UL Telephone: 01865 290890 [email protected] www.schoeck.co.uk 2 Schöck Isokorb® Table of Contents Page 1. Summary 4 2. Introduction to Thermal Bridging 5 - 12 2.1 What is a thermal bridge? 5 2.2 The causes of thermal bridging 6 2.3 Examples of structural thermal bridges 7 - 9 2.4 Condensation in buildings 10 2.5 Heat Loss in Buildings 11 2.6 Building Regulations 12 3. Appendix 13 - 20 3.1 Calculating Heat Flow and Thermal Bridges 13 - 16 3.2 Humidity, Temperature and Condensation Control 17 - 19 3.3 Basic definitions of thermal characteristics 20 3 Schöck Ltd | 01865 290 890 | www.schoeck.co.uk | Thermal Bridging Guide |September 2018 1. Summary 1. Summary Minimizing energy use in buildings, and therefore improving the thermal performance of building envelopes, has become increasingly important in the drive for sustainability and energy efficiency. We have seen the adoption of more stringent envelope thermal performance requirements in Building Regulations (Part L in the England and Wales), and voluntary certification schemes such as BREEAM and Passivhaus. -
Heat Loss Calculations and Principles
Heat Loss Calculations and Principles Course No: M05-003 Credit: 5 PDH A. Bhatia Continuing Education and Development, Inc. 22 Stonewall Court Woodcliff Lake, NJ 07677 P: (877) 322-5800 [email protected] HVAC HEATING LOSS CALCULATIONS & PRINCIPLES Introduction There are two different but related calculated values of interest to the heating system designer. The first is to estimate the maximum rate of heat loss to properly size the heating equipment (furnace). The second calculated value that must be determined is the annual heating bill. This is determined by calculating the annual energy requirement based from the design heat loss rate. In this course, we will learn to determine the rate at which heat is lost through building elements using a process called heat loss calculation. You will learn how to extrapolate your calculation of a maximum hourly rate into an annual energy usage rate. You will also learn some useful tips on saving heating energy. The section-3 of the course includes one sample example. Factors Affecting Comfort in winter 1. TEMPERATURE difference between the inside and outside of the building is the primary cause of heat loss in the winter months. The greater this difference, the higher the rate of heat loss. Since most buildings are controlled to a constant inside temperature by the occupants, higher heat loss occurs when it is colder outside. This also means that the annual heating bill can be reduced by lowering the setting on the thermostat …. (but only if the occupants agree to it!) 2. WIND is the second greatest source of heat loss during the winter. -
HFM1 Heat Flux Meter
HFM1 Heat Flux Meter October 2014 Enabling better research outcomes for soil, plant & environmental monitoring Contents 1. Introduction. ..................................................................................................... 3 2. System Requirements. ..................................................................................... 4 2.1 Hardware................................................................................................................4 2.2 Software. ................................................................................................................ 4 2.3 Screen Resolution. ................................................................................................ 4 3. Charging the HFM Internal Battery. ................................................................. 5 3.1 Connecting a Power Supply to the Instrument. .............................................. 6 3.1.1 Individual Power Supply Connections. ............................................................. 6 3.1.2 Shared Power Supply for Multiple Instruments. ............................................... 7 3.1.3 Connecting Power via USB cable to a laptop/PC. ........................................ 8 3.1.4 Connecting Power Directly via CH24 Power Supply ......................................8 3.1.5 Connecting Power Directly via Solar Panel (Field Operation). ....................8 3.1.6 Connecting Power via External 12V Battery (Field Operation). ...................8 4. Connecting the Sensor to the HFM.....................................................................9