termoparj final

8/18/2019 TermoparJ Final

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Fecha de Entrega:15/ ABRIL /2016

Elementos Primarios de Medicin

I!"#I#$#% P%LI#&'!I'% !A'I%!ALE"'$ELA "$PERI%R (E I!)E!IER*A ME'+!I'A , EL&'#RI'A

$!I(A( -A'A#E!'%

Pro.esor: M en ' Ren #olentino Eslaa

E3i4o )r34o: 5AM1Integrantes:Arriola 'astillo Emman3el AleandroBernardino (3r7n E.rn8ern7nde9 )3errero RolandoM7r3e9 Arreola Armando%iedo +ngeles 'arlos 8ernilleda Resndi9 (iego


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#e r m o 4 a r t i 4 o ; c o n < 1 = P 7 g i n a > 1

TERMOPAR TIPO J............................................2

ECUACIÓN DEL TERMOPAR TIPO J......................3

ECUACIÓN INVERSA DEL TERMOPAR TIPO J........6

TABLA DEL TERMOPAR TIPO J ∆13...................10

GRAFICA DEL TERMOPAR TIPO J ∆13................12

GRAFICA DEL TERMOPAR TIPO J ∆1.................12

? #ermo4ar #i4o ;

Los termo4ares est7n dis4oni@les en di.erentes .ormatos como sondasEstas ltimas son ideales 4ara ariadas a4licaciones de medicin 4or

eem4lo en la inestigacin mdica sensores de tem4erat3ra 4ara losalimentos en la ind3stria C en otras ramas de la ciencia etc

A la hora de seleccionar 3na sonda de este ti4o de@e tenerse enconsideracin el ti4o de conector Los dos ti4os son el modeloDest7ndar con 4ines redondos C el modelo Dminiat3ra con 4ineschatos siendo estos ltimos contradictoriamente al nom@re de los4rimerosG los m7s 4o43lares

http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439084http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439085http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439087http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439088http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439088http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439087http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439085http://var/www/apps/conversion/tmp/scratch_7/HYPERLINK%23_Toc448439084


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%tro 43nto im4ortante en la seleccin es el ti4o de termo4ar elaislamiento C la constr3ccin de la sonda #odos estos .actores tienen 3ne.ecto en el rango de tem4erat3ra a medir 4recisin C Ha@ilidad en laslect3ras

#i4o ; hierro/constant7nG: s3 rango de 3tili9acin es de 2J0/K1200 '(e@ido a s3s caractersticas se recomienda s3 3so en atms.erasinertes red3ctoras o en aco s3 3so contin3ado a N00 ' no 4resenta4ro@lemas s3 4rinci4al inconeniente es la r74ida oOidacin 3e s3.re elhierro 4or encima de 550 ' C 4or de@ao de 0 ' es necesario tomar4reca3ciones a ca3sa de la condensacin de a4or de ag3a so@re elhierro

? Ec3acin del #ermo4ar ti4o ;

E=∑i=0

n

C iT

i

(onde:

EQ .em en m #Q tem4erat3ra en '

Para tem4erat3ras de 210' a J60'

nQ NC 0=0.000000000000 X 10

0

C 1=0.503811878150 X 10−1

C 2=0.304758369300 X 10−4

C 3=−0.856810657200 X 10−7

C 4=0.132281952950 X 10−9

C 5=−0.170529583370 X 10−12

C 6=0.209480906979 X 10−15


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C 7=−0.125383953360 X 10−18

C 8=0.156317256970 X 10−22

Para tem4erat3ras de J60 a 1200nQ5C 0=0.296456266810 X 10

3

C 1=−0.149761277860 X 101

C 2=0.317871039240 X 10−2

C 3=−0.318476867010 X 10−5

C 4=0.157208190040 X 10−6

C 5=−0.306913690560 X 10−12

Eem4lo 4ara tem4erat3ras de 210' a J60'

E−210=∑i=0

8

C i(−210)i

E−210=(0) (−210)0

+ (0.503811878150 X 10−1 ) (−210 )1+(0.304758369300 X 10−4 ) (−210)2+(−0.856

E−210=−8.095379649303430mV

E−9=∑i=0

8

C i(−9)i

E−9= (0 ) (−9 )0

+(0.503811878150 X 10−1 ) (−9 )1+(0.304758369300 X 10−4 ) (−9 )2+(−0.8568106572

E−9=−0.450898807963338mV

E357=∑

i=0

8

C i(357)i

E357=(0 ) (357)0

+(0.503811878150 X 10−1) (357 )1+(0.304758369300 X 10−4 ) (357 )2+ (−0.85681065


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E357=19.476708821058804mV

E760=∑

i=0

8

C i(760)i

E760=(0 ) (760)0

+(0.503811878150 X 10−1 ) (760)1+(0.304758369300 X 10−4 ) (760)2+(−0.85681065

E760=42.918641333416524mV

Eem4los 4ara tem4erat3ras de J60' a 1200'

E760=∑

i=0

5

C i(760)i

E760=(0.296456266810 X 103 ) (760)0+(−0.149761277860 X 101 ) (760)1+(0.317871039240 X 10−2 )

E760=42.918641408346076mV

E906=∑

i=0

5

C i(906)i

E906=(0.296456266810 X 103 ) (906 )0+(−0.149761277860 X 101 ) (906)1+(0.317871039240 X 10−2 )

E906=52.251291128640645mV

E1053

=∑i=0

5

C i(1053)i


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E1053=(0.296456266810 X 103 ) (1053 )0+ (−0.149761277860 X 101 ) (1053 )1+ (0.317871039240 X 10

E1053

=61.065158007103264mV

E1200

=∑i=0

5

C i(1200)i

E1200=(0.296456266810 X 103 ) (1200 )0+ (−0.149761277860 X 101 ) (1200 )1+ (0.317871039240 X 10

E1200

=69.553179788381613mV

Te!e"#$%"# &'C( V)*$#+e &V(,210 −8.095379649303430

,- −0.450898807963338

35 19.476708821058804

60 &,210 # 60( 42.918641333416524

60 &60 # 1200( 42.918641408346076

-06 52.251291128640645

1053 61.065158007103264

1200 69.553179788381613

? Ec3acin inersa del termo4ar ti4o ;

T =∑i=0

n

di E

i

(onde:

# Q tem4erat3ra en 'E Q .em en mnQ N

Para oltaes de N0S5 m a 0 m


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d0=0.0000000 X 100

d1=1.9528268 X 101

d2=−1.2286185 X 100

d3=−1.0752178 X 100

d4=−5.9086933 X 10−1

d5=−1.7256713 X 10−1

d6=−2.8131513 X 10−2

d7=−2.3963370 X 10−3

d8=−8.3823321 X 10−5

Para oltaes de 0 m a 2S1S m

d0=0.0000000 X 100

d1=1.978425 X 101

d2=−2.001204 X 10−1

d3=

1.036969 X 10−2

d4=−2.549687 X 10−4

d5=3.585153 X 10−6

d6=−5.344285 X 10−8

d7=5.099890 X 10−10

d8=0.000000 X 100

Para oltaes de 2S1S m a 6S55= m

d0=−3.11358187 X 103

d1=3.00543684 X 102

d2=−9.94773230 X 100


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#e r m o 4 a r t i 4 o ; c o n < 1 = P 7 g i n a >

d3=1.70276630 X 10−1

d4=−1.43033468 X 10−3

d5=4.73886084 X 10−6

d6=0.00000000 X 100

d7=0.00000000 X 100

d8=0.00000000 X 100

Eem4lo 4ara oltaes de N0S5 m a 0 m

T −8.095=∑i=0

8

di(−8.095)i

T −8.095= (0 ) (−8.095 )0

+(1.9528268 X 101 ) (−8.095 )1+(−1.2286185 X 100 ) (−8.095 )2+ (−1.0752178 X

T −8.095=−209.9547328675949 °C

T −1=∑i=0

8

di(−1)i

T −1= (0 ) (−1 )0

+(1.9528268 X 101 ) (−1 )1+(−1.2286185 X 100 ) (−1 )2+(−1.0752178 X 100 ) (−1)3+ (−5

T −1=−20.125789899320999 °C

Eem4lo 4ara oltaes de o m a 2S1S m


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#e r m o 4 a r t i 4 o ; c o n < 1 = P 7 g i n a > /

T 23=∑

i=0

8

di(23)i

T 23= (0 ) (23 )0

+ (1.978425 X 101) (23)1+(−2.001204 X 10−1) (23)2+(1.036969 X 10−2 ) (23 )3+(−2.5496

T 23=420.8916187832255° C

T 42.919

=∑i=0

8

di(42.919)i

T 42.919= (0 ) (42.919 )0

+(1.978425 X 101) (42.919 )1+ (−2.001204 X 10−1) (42.919 )2+ (1.036969 X 10−2)

T 42.919

=760.0431040129167 ° C

Eem4lo con oltaes de 2S1S m a 6S55= m

T 42.919

=∑i=0

8

di(42.919)i

T 42.919= (−3.11358187 X 103 ) (42.919 )0+(3.00543684 X 102 ) (42.919 )1+(−9.94773230 X 100 ) (42.91

T 42.919

=759.9756054684317 ° C

T 69.553

=∑i=0

8

di(69.553)i


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#e r m o 4 a r t i 4 o ; c o n < 1 = P 7 g i n a > -

T 69.553=(−3.11358187 X 103 ) (69.553 )0+(3.00543684 X 102 ) (69.553 )1+(−9.94773230 X 100) (69.55

T 69.553

=1199.960286120804° C

V)*$#+e &V( Te!e"#$%"# &'C(,/.0-5 −209.9547328675949

,1 −20.125789899320999

23 420.8916187832255

4-.-1- &0 4-.-1-( 760.0431040129167

4-.-1- &4-.-1- 6-.553( 759.9756054684317

6-.553 1199.960286120804

? #a@la del termo4ar ti4o ;


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,130 5N0106JJ01JJN020

,11 5=110NNN2NS20

,104 JS5N056NSN10NN0

,-1 25JS001S=61N00

,/ =6SN21S=651J56J0

,65 =11SS110=6=SSN50,52 252==1=5JNS00

,3- 1S1=10JNSNNN5N0

,26 12NJJ0J5NN110

,13 06S612S11210

0 0

13 065SS21==2526J

26 1=2S065105N0==J

3- 20062NS1N20=26

52 26S10NJ=5N55J0

65 ==N21N60SJ12N2J/ 0JNS=65NS6000S

-1 JN0611=526J6

104 5N65=SJJJS21N

11 61S6101S166J

130 6S0NJ=JNN60N60J

143 J62=S1SN15=2NS

156 N=11J6S516=S

16- S06006SJ0=616S=

1/2 SJN021=0065S12=

1-5 10501252=225666020/ 11222NJ=J==NJ0

221 11SN00JJN1N50

234 12666JS=5NSS2=J0

24 1==NN6N=NJNNSN0

260 11101S6S5=21SJ0

23 1N=1=0625N5N=N0

2/6 15551NJN156N0J0

2-- 162J1NS10J1JJ0

312 16SS11NSS1001J0

325 1JJ0SS05215250

33/ 1N2N0=2=016=00

351 1S156N2262NSN0

364 1SN62N52115NJNJ0

3 205JSJN2J6N0SJ0

3-0 212S660N2=1J6=0

403 2201=52JJ1J0260

416 22J=0J6N500=S10


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42- 2=N5N62J0S=0

442 216J26=2S106NS0

455 2NNJ1050N005J0

46/ 2560N=SJ=5N5J00

4/1 26==1615N6J1J=0

4-4 2J056SS==6N0=S050 2JJNS5=2NS1J5N0

520 2N515NN06N166S0

533 2S25016J6151JJ20

546 2SSNN20J05S=250

55- =0J=0=NJSN66N=0

52 =1JJ0NSSS5605N0

5/5 =222N6JJ=S1N520

5-/ =2SN5S2JS1SS1S0

611 ==JJN5021J26SN0

624 =51602J6=6J51063 =51602J6=6J510

650 =60J0J25S5S6610

663 =6N5J56J=S156=0

66 =J650JJ06JN=0060

6/- =N50=6=0=0SNS0

02 =S2561SN12151S0

15 006N0=5=1SJN10

2/ 0NN55515515J60

41 1J0N2=0S56J0

54 25=5500J512SS606 ==66S165J265=0

/0 20=01206JJ0

-3 50200660J=N0

/06 5NN21NJS5=2000

/1- 6J21NN2SSS126J0

/32 J55SJN6=5N=0

/45 N=SJ6JN20J660

/5/ S225S0SS05=01S0

/1 50052JJ02NJ22S0

//4 50NJ=S1005=10J0

/- 516NSN1265JJ6=0

-10 52SSS=1115JJ0

-23 5==015S2J122500

-36 5102S2N6NS6=0

-4- 5NS506=JJ1JJ0

-62 556N202061260

-5 566=J10N=N55250


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-// 5J20552651S60

1001 5N01265S2NN0=N00

1014 5NJN0J62N615N0

102 5S552=05066200

1040 60=065=JS60=6110

1053 6106515N00J10=201066 61N215J2211SN=0

10- 625J61=2106N2SN0

10-2 6==2S2S55J6=J0

1105 60N1=626N126150

111/ 6N=25NN126S000

1131 655N=1106S=6N0

1144 66===0S=J2J=1==0

115 6J0N2020N6J6S0

110 6JN=0S0621=N=2N0

11/3 6N5JN2S=6J2J52=011-6 6S=210J0JSN0=6

1200 6S55=1JSJNN=N161

=

? )raHca del #ermo4ar #i4o ;


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? )raHca del #ermo4ar #i4o ;

termoparj final

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