ASTM C1057-2012 Standard Practice for Determination of Skin Contact Temperature from Heated Surfaces Using a Mathematical Model and Thermesthesiometer《使用数学模型和温度感觉测量器测定加热表面皮肤接触温度的标准.pdf

《ASTM C1057-2012 Standard Practice for Determination of Skin Contact Temperature from Heated Surfaces Using a Mathematical Model and Thermesthesiometer《使用数学模型和温度感觉测量器测定加热表面皮肤接触温度的标准.pdf》由会员分享，可在线阅读，更多相关《ASTM C1057-2012 Standard Practice for Determination of Skin Contact Temperature from Heated Surfaces Using a Mathematical Model and Thermesthesiometer《使用数学模型和温度感觉测量器测定加热表面皮肤接触温度的标准.pdf（6页珍藏版）》请在麦多课文档分享上搜索。

1、Designation: C1057 12Standard Practice forDetermination of Skin Contact Temperature from HeatedSurfaces Using a Mathematical Model andThermesthesiometer1This standard is issued under the fixed designation C1057; the number immediately following the designation indicates the year oforiginal adoption

2、or, in the case of revision, the year of last revision. A number in parentheses indicates the year of last reapproval. Asuperscript epsilon () indicates an editorial change since the last revision or reapproval.1. Scope1.1 This practice covers a procedure for evaluating the skincontact temperature f

3、or heated surfaces. Two complimentaryprocedures are presented. The first is a purely mathematicalapproximation that can be used during design or for worst caseevaluation. The second method describes thethermesthesiometer, an instrument that analogues the humansensory mechanism and can be used only o

4、n operating systems.NOTE 1Both procedures listed herein are intended for use with GuideC1055. When used in conjunction with that guide, these procedures candetermine the burn hazard potential for a heated surface.1.2 A bibliography of human burn evaluation studies andsurface hazard measurement is pr

5、ovided in the References atthe end of Guide C1055. Thermesthesiometer and mathemati-cal modeling references are provided in the References at theend of this practice (1-5).21.3 This practice addresses the skin contact temperaturedetermination for passive heated surfaces only. The analysisprocedures

6、contained herein are not applicable to chemical,electrical, or other similar hazards that provide a heat genera-tion source at the location of contact.1.4 The values stated in SI units are to be regarded asstandard. No other units of measurement are included in thisstandard.1.5 This standard does no

7、t purport to address all of thesafety concerns, if any, associated with its use. It is theresponsibility of the user of this standard to establish appro-priate safety and health practices and determine the applica-bility of regulatory limitations prior to use.2. Referenced Documents2.1 ASTM Standard

8、s:3C680 Practice for Estimate of the Heat Gain or Loss and theSurface Temperatures of Insulated Flat, Cylindrical, andSpherical Systems by Use of Computer ProgramsC1055 Guide for Heated System Surface Conditions thatProduce Contact Burn Injuries3. Terminology3.1 Definitions of Terms Specific to This

9、 Standard:3.1.1 acceptable contact timethe limit of time of contactfor the heated surface and the exposed skin. Practice hassuggested limits of 5 s for industrial processes and up to 60 sfor consumer items.3.1.2 burns:3.1.2.1 first degree burnthe reaction to an exposure wherethe intensity and durati

10、on is insufficient to cause completenecrosis of the epidermal layer. The normal response to thislevel of exposure is dilation of the superficial blood vessels(reddening of the skin).3.1.2.2 second degree burnthe reaction to an exposurewhere the intensity and duration is sufficient to cause completen

11、ecrosis of the epidermis but no significant damage to thedermis. The normal response to this exposure is blistering ofthe epidermis.3.1.2.3 third degree burnsthe reaction to an exposurewhere significant dermal necrosis occurs. Significant dermalnecrosis has been defined in the literature as a 75 % d

12、estructionof the dermis thickness. The normal response to this exposureis open sores that leave permanent scar tissue upon healing.3.1.3 skin:3.1.3.1 epidermisthe outermost layer of skin cells. Thislayer contains no vascular or nerve cells and acts to protect theouter skin layers. The thickness of t

13、his layer averages 0.08 mm.1This practice is under the jurisdiction of ASTM Committee C16 on ThermalInsulation and is the direct responsibility of Subcommittee C16.30 on ThermalMeasurement.Current edition approved Oct. 1, 2012. Published August 2013 Originallyapproved in 1986. Last previous edition

14、approved in 2010 as C105703(2010). DOI:10.1520/C1057-12.2The boldface numbers in parentheses refer to the list of references at the end ofthis practice.3For referenced ASTM standards, visit the ASTM website, www.astm.org, orcontact ASTM Customer Service at serviceastm.org. For Annual Book of ASTMSta

15、ndards volume information, refer to the standards Document Summary page onthe ASTM website.Copyright ASTM International, 100 Barr Harbor Drive, PO Box C700, West Conshohocken, PA 19428-2959. United States13.1.3.2 dermisthe second layer of skin tissue. This layercontains blood vessels and nerve endin

16、gs. The thickness of thislayer is about 2 mm.3.1.3.3 necrosislocalized death of living cells. This is aclinical term that defines when damage to the skin layer hasoccurred.3.1.4 skin contact temperaturethe temperature of the skinat a depth of 0.08 mm reached after contact with a heatedsurface for a

17、specified time.3.1.5 thermesthesiometeran electromechanical device de-veloped by L. A. Marzetta at National Institute of Standardsand Technology to analogue the touch response of the humanskin when it contacts a heated surface. This measurementconcept holds U.S. Patent No. 3,878,728 dated April 22,

18、1975,and was assigned to the USAas represented by the Departmentof Health and Welfare. No known restriction exists to limit thedevelopment of units based upon this principle.4. Summary of Practice4.1 This practice provides two procedures for evaluation ofthe skin contact temperature from heated surf

19、aces. Either of thetwo methods, a mathematical model and a physicalmeasurement, can be used depending upon the availability ofthe system (that is, is it built and operating or is it in the designstate) and the operating conditions. The first step in using thispractice is to determine which procedure

20、 is to be used. Unlessthe system of interest is operating at design “worst case”conditions, such as high system temperatures and high ambienttemperature, the calculational procedure is recommended. Onthe other hand, if the question is safety at the presentconditions, the thermesthesiometer provides

21、a quick measure-ment with no auxiliary calculations. Paragraphs 4.2 and 4.3outline the two alternative procedures available.4.2 Calculational Procedure, Method AFirst the surfacetemperature of the insulated system is determined by either adirect measurement, using either thermocouples, thermistors,o

22、r infrared noncontact techniques, or by modeling of thesystem using Practice C680. Once the surface temperature isknown, the designer uses the equation set to estimate themaximum epidermal contact temperature for the acceptablecontact time. This temperature is a function of surfacetemperature, time

23、of contact, and composition of both thesurface material and substrate. The designer then refers toGuide C1055 to determine the burn hazard potential of thesurface.4.3 Thermesthesiometer, Method BThe operator placesthe calibrated sensor probe face firmly against the heatedsurface for the acceptable c

24、ontact time. The device directlyreads the contact temperature from the probe. The maximumtemperature is used in conjunction with the Guide C1055 todetermine the burn hazard potential of the surface.5. Significance and Use5.1 The procedures in this practice support the determina-tion of the burn haza

25、rd potential for a heated surface. Theseprocedures provide an estimate of the maximum skin contacttemperature and must be used in conjunction with GuideC1055 to evaluate the surface hazard potential.5.2 The two procedures outlined herein are both based uponthe same heat transfer principles. Method A

26、 uses a mathemati-cal model to predict the contact temperature, while Method Buses a plastic rubber probe having similar heat transfercharacteristics to the human finger to “measure” the contacttemperature on real systems.5.3 These procedures serve as an estimate for the skincontact temperatures whi

27、ch might occur for the “average”individual. Unusual conditions of exposure, incorrect designassumptions, subject health conditions, or unforeseen operatingconditions may negate the validity of the estimations.5.4 These procedures are limited to direct contact exposureonly. Conditions of personal exp

28、osure to periods of highambient temperatures, direct flame exposure, or high radiantfluxes may cause human injury in periods other than deter-mined herein. Evaluation of exposures other than direct contactare beyond the scope of this practice.5.5 Cold Surface ExposureNo consensus criteria exists for

29、the destruction of skin cells by freezing. If, at some future time,such criteria are developed, extrapolation of the techniquespresented here will serve as a basis for cold surface exposureevaluation.6. Method AUse of the Mathematical Model6.1 This modeling approach is for use when the system isbein

30、g designed or, if for some reason, it cannot be operated atdesign conditions. The model approximates the transient heatflow phenomena of the skin contacting a hot surface using theequation set described by Dussan (1) and Wu (5). The user isrequired to make certain definitions of system geometry andm

31、aterials, the system operating conditions, and the allowabletime of exposure. After definition of the input values, theequation set yields an estimate of the skin contact temperatureneeded for the hazard evaluation. The user must realize that aswith all mathematical approximations, the estimate is o

32、nly asgood as the input data. Where some input parameter is knownonly within some range of values, a sensitivity analysis aboutthat range is recommended.6.2 The first step in estimating the effective skin contacttemperature is to identify and record the following informationdescribing the system as

33、input for the model:6.2.1 System DescriptionGeometry, location, accessibil-ity.6.2.2 Present/Design Operating ConditionsDuty cycle,operating temperatures of equipment.6.2.3 System/Surface Data (as appropriate)Substrate (in-sulation) type and thickness, jacket type and thickness, surfaceproperties, s

34、uch as emissivity and condition, shiny, painted,dirty, corroded.6.2.4 Ambient Conditions, including dry bulb temperatureand local wind velocity.NOTE 2The design temperatures should be at the worst case (gener-ally high operating and high ambient) conditions. Care should be used inthe selection of de

35、sign conditions since the hazard design conditions aredifferent from the heat loss design conditions.6.3 Using Practice C680 or a compatible program and theinformation gathered in 6.2, calculate the maximum operatingC1057 122surface temperature. This temperature is an input to the modelfor the conta

36、ct temperature.6.3.1 Where the system is operating at design conditions,direct measurement can be used to determine the surfacetemperature. Thermocouples, resistance thermometers, or othermeans can be used; however, proper application techniques arerequired for accurate results. Caution must be obse

37、rved sincethe surface temperature may be high and the surface couldconstitute a burn hazard.6.4 Calculate the expected skin contact temperature versustime history using the procedure below based upon the hotsurface temperature, time of contact, and system properties.The development of the equations

38、below is taken from Dussan(1). A more detailed derivation of the equation set used isincluded in the papers by Dussan (1) and Wu (5). See Fig. 1.6.4.1 Calculate the initial parameter constants, using Eq4-11.6.4.2 The contact temperature for the skin can now bedetermined using Eq 1, Eq 2, and Eq 3 to

39、gether for the systemin question. Note that the solution to this equation is a sum ofan infinite series. The solution, however, converges quickly(five or six terms) and can be easily handled manually or by asmall computer.Tc5 T01A(N50INerfc N!1B(N50INerfc N! (1)and:N5X1/=112Nl/=22=t(2)N5X1/=112N11!l

40、/=22=t(3)I 5P22 P3!P22 P1!P21P3!P21P1!(4)A 5Ti2 T0!P2P21P1(5)B 5Ti2 T0!P32 P2!P2P21P3!P21P1!(6)P15 1C1K1!1/2(7)P25 2C2K2!1/2(8)P35 3C3K3!1/2(9)15 K1/1C1(10)25 K2/2C2(11)where:T0= initial tissue temperature, K,N = integral constant, 1 ,X1= depth of tissue of interest, normally 8.0 105m,i= thermal dif

41、fusivity of layer i,m2/s,l = layer thickness of jacket material, m,P = layer thermal inertia;Wm22K21=s,t = time of contact, s,Ti= initial hot surface temperature, K,Tc= contact skin temperature at depth X and at time (t)after contact, C,erfc() = complementary error function (a mathematicalfunction),

42、i= density of material i, kg/m3,Ki= conductivity of material i, W/m K, andCi= specific heat of material i,J/kgK.6.4.3 To obtain the skin contact temperature versus contacttime history, repeat the calculation at one second intervals fortimes up to the maximum contact time exposure expected.6.4.4 The

43、maximum contact temperature used in the analy-sis of burn hazard (Guide C1055) is the maximum contacttemperature calculated for the contact period in step 6.4.3.6.5 Typical Input DataTable 1 contains typical values forthe commonly used insulation and jacketing materials. Skinproperties are also incl

44、uded. Nonstandard insulations or jacketFIG. 1 Schematic of Heat Transfer ModelC1057 123material properties may be substituted for the table values inthe calculation if they are known.NOTE 3Eq 1-11 work with any system of consistent units.6.6 Example CalculationUsing the equations listed in 6.4and th

45、e following input data parameters, the following resultswere obtained for a simulated burn condition.6.6.1 ProblemAssume a heated system is to be insulatedwith light density fibrous glass. Jacketing material choicesavailable include: (1) aluminum at 0.4 mm thickness and (2)glass cloth at 1.0 mm thic

46、kness. Also assume that the skindepth of interest is 0.008 cm and the initial skin temperature is33C. The question is: What would be the maximum expectedcontact skin temperature for each jacket material at the desireddepth for an exposure of 10 s, if the operating jacket surfacetemperature is 150C?6

47、.6.2 ResultIn 10 s of exposure the equations abovepredict a skin temperature at 0.008 cm of approximately50.2C for the aluminum jacket and approximately 40.3C forthe glass cloth jacket. See Fig. 2 for the time/temperaturehistories.7. Method BUse of the Thermethesiometer7.1 The thermesthesiometer app

48、roach is for use where thesystem is operating at the desired design conditions or whenevaluation of an existing condition is desired. The thermesthe-siometer provides an electrical analogue of the fingers thermalresponse when placed against a heated surface. Since the use ofthis device requires some

49、 technique, the user should have someexperience on known systems as practice before examiningunknown surfaces. Repeating a procedure similar to the cali-bration on other surface geometries is one method of obtainingthis needed training.7.2 The initial step in the measurement of the effective skincontact temperature using the thermesthesiometer is to identifyand record the following information describing the system tobe analyzed:7.2.1 System DescriptionGeometry, location, accessibil-ity.