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The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

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Page 1: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm
Page 2: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

The testing of complete plates (70mm X 50mm X 5mm thick) to

simulate the erosion surface would show if the surface profile

was real or if it was a result of edge effects.

Two types of surfaces were useds

a) Complete oval plates that completely filled the cross

section of the pipe at 45 degrees were used to give an

idea of the overall wear in the pipe. These tests were

conducted in 2 horizontal-horizontal bends and 1

horizontal-vertical bend.

b) 70nra X 50mm plates, protected on the edges by 10mm wide

mild steel strips. The plates were mounted on the sama

specimen holder as the smaller specimens The size of

these plates was specifically chosen to simulate the

area of the test specimens cnce placed in the pipe.

Both types of surfaces were tested under the same conveying

parameters as for the smaller individual specimens.

The profiles were recorded using a customised universal

measuring machine. The results were plotted using the SAS

(Statistical Analysis System) on the mainframe computer at the

University of the Witwatersrand.

Page 3: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

Computer generated surface profile of a 70mm by 50 mm mild

steel plate.

\

Page 4: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

It can be seen that there is a profile across the plates, but

not as accentuated as with individual samples. Further it was

decided that because the WC-Co specimens would not deform

plastically like the mild steel specimens, edge effects would

not be too detrimental to the repeatability of the t e t s . The

oval plate profile tests were not successful as the computer

tended to generate a rectangular output for an oval input.

The variance displayed by these graphs was well within the

expected error band and therefore it was decided that it would

be an acceptable testing configuration.

Page 5: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

APPEMP1X— E

MATERIAL CHARACTERISTICS

SPECIMEN ROPERTIES

* ERODANT PROPERTIES

Page 6: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

. Y

y

*

HATERIAL CHARACTERISTICS

4 * SAMPLE TYPE X COBALT 6RAIN S IZE MAGNETIC COERCIVITY HARDNESSl i c r o n i SAT e iu O l k g / i « A2

FF6 6 0 . 5 6 103 351 1837F4 6 1 . 8 5 102 164 1541

H6 6 2 . 4 2 112 135 14481 f

C6 6 2 .9 6 116 l l 7 1391C15 IS 2 . 8 5 300 61 10B9C30rs

30 2 . 1 7 594 51 780200

' /

Page 7: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

E rodant properties

4 mm crushed granite rock obtained from the �ukskei Quarry,

Halfway House.

Crushing resistance:

10% FACT (fine aggregate crushing test) SABS Method 842 for

�ukskei Granite = 120 KN average, Range - 115 to 160 KN.

ACV (Aggregate crushing value) SABS 1083 �ukskei Granite - 29%.

Chemical composition:

(Loss on ignition ■ 0.8%)

Si02 73.0%

a 12°3

16.5%

F e 2°3 1.8%

CaO 2.0%

MgO 0.6%

N a 20 4.2%

‘“2°

3.4%

Of the silicon oxide, approximately 35% is free silica (mineral

quartz) with a Moh's hardness of 7. The felspars (remaining

65%) nave an average hardness of 6.

Page 8: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

APPENDIX F

SCATTER GRAPHS

These graphs represent the scatter for each set of three tests

conducted for each conveying condition. It can be seen that

the difference in erosion follows the same trend for each

sample. It is thought that the degradation of the erosive from

test to test contributed to this effect.

Page 9: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

ER

OS

ION

M

ICR

OH

S/

'TO

N

Y

M

TC37,TC38,TC39 SCATTER GRAPHS

.X

1771 tcjI LS33 T«8MATESI �PE

TC31 AVERAGE

Page 10: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

APPENDIX G

SOFTWARE PROGRAMS

This appendix includes the following:

* HP Basic program to capture data generated during the test

(WEAR217)

* SAS program to plot results (PLOTANG SAS)

* SAS program to generate a three dimensional surface

(PL32B3 SAS)

* SAS program to calculate statistical data used to generate

velocity coefficients (PNEUT6 SAS)

* SAS output corresponding to statistical analysis used to

generate velocity coefficients (PNEUT6 LISTING)

Page 11: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

>*

\

r

1 L 10

20 30 40

30

60

70

80

90 100 1 10 120

130

140

l‘oO

160

170

180

190

200 210 220

240

250

260

270

230

’00

3)n

”20

3.0

340

3 30

360

370

380

390

400

410

4:

430

440

450

460

470

480

490

300

510

520

530

540

550

560

570

580

590

600

610

•r

T A B ( 2 0 ) i T A B ( 2 0 ) s

TAD ( 1 9 ) ; "W RITTEN BY D.M. T A B ( 1 9 ) ; " G . J .T A B ( 1 9 ) s "

PRINTER IS 1 OPTION BASE 1 PRINT " "�”0 PRINT PR IN r PRINT PRINT PRINT PRINT PRINT PRINT PR IN r PRINT PRINT PRINT PRINT pr in r PRINT PRINT PR 1NI INPUT IF IP

IF

MATERIAL PERFORMANCE EV A L U A T I O N TESTS"

FREINI EL

WRIGHT

(P 0 8277430

(PH) 7162457"

MARCH 1986"

IF

I FI F

T A B (30);

T A B (25);

II IITAB (25) ■, T A B (25)i

T A B (25)i

T A B (25);

T A B (23)|

T A B (25);

Sale*

1H"

■S"

'Q"

’C"

’P"

"R

MENU"

" (R)UN TEST"

" (H)ARDCOP� OLD TEST DATA"

" (P) LOT PRE-DEF I NED GRAINS"

"(C)ALCULATE MASS F LOW R h TES"

" (S)TORE DATA"

"(OIUIl AND GO CHARF CHICKS"

THEN

THEN

I HEN

THEN

THEN

THEN

4140160

"ENTER

"E*n F _.

"EN ’ !

■ Tm , ♦i'..

O P E R A T O R . ..".Opera *

TEST DATE eg 10/11/85. . . ", Data*

(ME INTERVAL BETWEEN SEVS OF R E ADINGS (MIN)..",Tim

Sele* ’"H" THEN GOTO 3660

S «le*="S" THEN BOTO 2500

Sele*~"G" THEN GOTO 5980

S ele*="C" THEN 4190

S<?1 e*~"P" THEN GOTO

Sele* >"R " THEN GOTO

INPUT

INPUT

INPUT

t : it,

iCKiut IU‘: "'

INPUT "ENTER A . h o - tiE.UC PRESSURE IN minHg... :’resatm

INPUT "ENTER NAMES OF COMPRESSORS L'SED. . . " , Con nrts*

If R«ftr*nBi«"N" T H E’ 1 GOTO 440

INPUT "USE STORED VALUES FOR TRANSDUCER IN I T ! A1 T S [ NtJ? (�/N) ", Stored* IF S t a r ed*»"N" THEN GOTO 440

IF 8tored*<>"� " THEN GOTO 370

X“ 1

MASS S T ORAGE 18 ":H F 8 2 9 0 X ,700,0"

AS S I G N .SF'ath TO "CONSTANT"

E N T E R SF'ath j C 1, C2, C3, C4, C5, C6, C 7 ,C f e e d . C T 1o w , C m a s .Cl pres

INPUT "ENTER NAME OF TEST. . . ", Tstnamt;*

INPUT "HARD COP� R E S ULTS INSTANTANEOUSL� ? ( � / N ) ,Hrdnop*

IF Stur ed*="N" THEN GOTO 490

INPUT "PRESS ’ TO BEGIN TESTING.

IF B»qlri*<>"’"

PRI N T E R IS 1

IF Hrdc.op*<>"� P R I N T E R IS 701

PRINT.....

PRINT "

PRINT "

PRINT

PRINT

\

THEN GOTO 470

1 THEN GOTO 530

, Eieg i n *

MATERIAL P E R FORMANCE EV A L U A T I O N TESTS"

SB3SSSS7 SSiS'OPERATOR:

“TEST DA IE:

P RINT "TEST NAME:

" ; Oper.nl*; "

"•D a t e * ;"

" ; T a t n a m e * ; "

COMPRESSORS:

ATMOS PRES :

"; Compt esl

"iPrasatm;"mmHQ

TIME INTERVAL: ";Tim:"Minutes

I F S e l e * » " H " THEN GOTO 22 30DIM P r o * 1 ( 3 0 0 ) ,P r e # 2 (3 0 0 > ,P r * > s 3 ( 3 0 0 ) , P r « s 4 ( 3 0 0 ) , P r e * 5 ( 3 0 0 ),M a s <300)DIM A i r f 1o w ( 3 0 0 ) , S o l m a s f 1 ( 3 0 0 ) , P h a e d a n s ( 3 0 0 ) . L l n n v a l ( 3 0 0 ) , A t r u m f 1 ( 3 0 0 )DIM A i r . e l 2 (3 0 0 ) , A . r v e l 3 (3 0 0 ) , A i r v a l 4 (3 0 0 ) , A i r v e l 5 (3 0 0 ) , P r e s f e t ’ d <300) , T2 (3

Page 12: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

620 Dili S 1300) , T (300), M.atr (18) , Count (300) , Pres7 (300) , Vol f lo (300)

630 DIM H e a d * C 40 J, Xhead*C403, � h e a d * [40], Xa::*[ 1003, �ax*C I0 0 3 , K (26, 300/,F e e d v e l (

300) ,L i n e p r a s (300).Vi b e (300),D e l b n d 1(300),D e l b n d 2 (300),D e l b n d 3 (300)

640 DII1 At r v e l 6(300), At rvel 7 (300)

650 OUTPUT 709; "SISLISDOSOOVRSVAOVFIVNIVSOV'WOVCO"

660 OUICUT 7 0 9 j“ARAE2"

670 ClUriUT 7 09s"AF15AL2?"

680 T 1 “TIMEDATE

690 FCIR 1 = 1 TO Readnum

700 IF �*1 T H E N GOTO 1240

710 IF I>1 T H E N GOTO 1240

720 IF Stcjr-edt = "�" THEN GOTO 1230

730 X-0

740 P R I NTER IS 1

750 PRINT " "

760 PRINT " INITIALISING TRANSDUCERS - DO NOT SWITCH AIR ON UNTIL READ� TO KEG I

N T E S TING 111"

770 IF H r d cop* >"� " THEN GOTO 790

7B0 P R I N T E R IS 701

790 GOTO 1240

QoO C l — 21.45511 *F'res I (I) /3

810 C ? — 22. 64311 *Pr a>2 (I ) /3

820 C 3 - - 2 2 . 1 3 9 6 4 t P r « * 3 ( I > / 3

830 n4=»-21.51 142*Fr iss4 (I) /3

a t C5=>-22. 10546»Pres3 (I) /3

850 r:6— 1201 l.B539*Pr«i»6 (I) /3

860 C 7 » - 12648. 403*F'res7 (I ) /3

87 0 C f « » d — 9.91363*Pr«s*e«‘d(I) /3

8 8 0 C m a * — - 1516.804*Ma«(I)/3

890 C l p r « s”- 1 2 4 6 1 .9*Lim?pr e » (1)/3

900 IF �-0 THEN <3010 9209 1 0 IF Stcir ed*="N" THEN GOTO 950

920 MASS S T O R A G E IS " I H P 8 2 9 0 X ,700,0"

9 3 0 ASSIGN S P a t h TO "CONSTANT"

9 40 OUTPUT »P«th|Cl,C2,C3,C4,C5 , C 6 , C 7 , C f e e d , C f l o w , C m a s , C l p r e s

930 Tl-0

9 60 Tr"0

9 7 0 T m p 1 1)“0

980 F r e s l (1)=0

9 90 P r e » 2 < 1)*0

1000 Pr »»3 (1) “0

1010 Pr evs4 (1) “O

1020 Pr e»5 (t ) “0

If > Pr esiiii (1) -0

1040 Fr »s7 (1 > “0

1050 Pres f e e d (1)»0

1060 V o H lo< 1) “0

1070 M,»s (I) “0

1080 L I n e p r e s (1)“0

1090 V* b u (1)“0

1 100 Te«t|i=0

1110 Tr =>0

1 120 T m p (1)“0

1130 X“ 1

1140 INPUT "PRESS ’ TO tiEGIN THE TEST", Begin*

1 ISO IF Beg 1n*\ >"’" THEN GOTO 1140

1 160 PRINTER IS 1

1170 FOR 0=1 TO 20

1180 PRINT " "

1190 NEXT (3

1200 PRINI "S�STEM VER� EiLIS� - D O N’T TOUCH COMPUTER OR DATALOGGER"

1210 IF Hrdcop*="N" THEN GOTO 1230

1220 P R I NTER IS 701

1230 TO*=T IMEDATE

1240 Pres 1 ( I)”0

Page 13: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

*

• t.

1 J 6 0 Prfi*33 ( 1 1 =u12 70 Pre?s4 < I ) =01200 f r e a S <I )=012 90 Pr e*B6 ( 1 ) “ 01300 Pi e s 7 < I ) “ 01 3 10 P r e s f eed (1 ) =01320 V c i l f l a < l> = 013 30 h'Us < I ) “01340 L i n e p r e 3 ( I )“013 30 V i b e <I >“ 01 3 4 0 FOR J=1 TO 31370 OUTPUT 7 0 9 | " ASVT3"13 30 ENTER 7 0 9 ; Tempi139 0 OUTPUT 7 0 9 ) "A8ASVT3"1400 ENTER 7 0 9 ; A v i b *14 10 OUTPUT 7 0 9 ; "ASVT3"1420 ENTER 7 0 9 ; Apr o ,s61430 OUTPUT 7 0 9 ) "ASVT3"14 40 E N IE R 7 0 9 ; Tempr e f1 4 3 0 OUTPUT 7 0 9 ; "ASVT 3"1460 ENTER 7 0 9 ; A p r e s 71470 OUTPUT 7 0 9 | " A b V T 3 "1 480 ENTFR 7 0 9 ; A p r * * l1490 OUTPUT 7<>9; " ASVT3"I f 1 ENTER 7 0 9 ; Apr e*.21510 OUTPUT 7 0 9 ; "ASVT3"15 20 ENTER 7 0 9 ; Apr e»s31330 OUTPUT 7 0 9 ; "ASVT3"1540 ENTER 7 0 9 ;A p ra t> 41 3 50 OUTPUT 7 0 9 ; " ASVT3"1560 E N IE R 7 0 9 ; A p r e * 315 70 OUTPUT 7 0 V ; " A S V T 3 "1500 ENTER 7 0 9 ; A p r e s f e e d1590 OUTPUT 7 0 9 : "ASVT3"16 00 ENTER 7 0 9 ; A v a l f 1o1610 OUTPUT 7 0 9 ; "ABVT” "1620 ENTER 7 0 9 ; Ainas.1 6 3 0 OUTPUT 7 0 9 ; "ASVT3"1640 ENTER 7 0 9 ; A 1 t n e p r e s16 50 1 GmFi=Te?inp *-Tecnp 11660 T r *T r+ T e m p r e f16 70 P r e e l < I ) “ P r s e l ( I ) •* A p r e s l1680 Pr e s 2 ( I ) • P r e s ? I i ! +Apr tr%2a i P r e s 3 ( I ) “ Press 3 < I ) •* A p r e s J1700 P r » « 4 (1 ) “ Pr (?'»4 < T ) + ipr e«i‘l1 7 10 P r e s S ( I ) *»P re*3 < I ) + A p res31 7 20 P r e s 6 ( I ) “ Pre*s6 ( I ) +Apre*s617 30 F i e s 7 ( t ) “ P r e n 7 (1>+Apr mh71740 P r e s f e e d ( I ) =Pr e»T ei»d ( I ) +Aprea-f eed17 50 Vo l f I o ( I ) “ Veil f I a 1 1 > + Avol i 1 a1760 M«*s < I ) =Mas 1 1 ) *-fim.»fi177 1. i n e p r e s <I >“ L i n e p r e * <I > +A11 n e p r e s17 V i b * ( I ) “ V i be ( I ) +Av.i b>91 7 . \'EXT J1 ElOi.. C o u n t < I ) “ I10 10 l ' r X * 1 THEN GOTO 18301020 C O i‘0 8 0 01830 P r e a l : p a “ l r e s i i t .n i * . 1Z 1 o1EI40 F't pg 1 ( I ) = 2 1 . 78 0 3 5 * I I V o l I ) / 3 ) - 3 . 2 6 3 9 7 51850 P r e s Z < I ) ” 2 2 . 4 7 4 6 * (P ro s . 2 v 1 > /.3» -6 . 2 9 0 51060 i i mm S ( I > ' 2 1 . 9 9 3 2 * (1 rm * ( I ) 5> • 2 .3 9 8 9 71870 Pr e s 4 ( I ) “ 2 1 . 39 6 9 5 * < Pre i»4< I) /3> - 2 .6 9 9 51000 Pr i l l < I ) “ 2 1 .9 2 5 4 3 * ( P r e s S ( I ) / 3 ) - 6 . 0 0 6 71890 P r e r .6 ( 1 ) = 1 2 0 5 0 . 98 * ( P r w 6 < I » /3> **6 .56 61 9 0 0 Pr e « 7 ( I ) “ 2 4 8 0 . 1 8 * ( P r e » 7 ( I ) / 3 ) +.7 2 0 9 8

Page 14: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

4

-Vi..

1920 V o l f l o < I ) « 8 l 2 F i ( V a l f l o ( I > / 3 >1930 Veil f l o ( I > = 1 6 9 .2 0 4 5 1 » ( V o l f lo < I> > “ 9 3 .2 3 4 0 1 19 40 M a s ( 1 ) “ 1 5 1 6 . EI9.4 * (Mj s < I ) /3 )+ C m *s 1950 L i n e p r a s ( t ) * 1 2 0 7 3 * ( L i n a p r e B ( I ) / 3 ) + 2 0 2 . 90 1960 Femp=Temp/3 1970 T r “ Tr / 31980 Tmp < I ) — . 0 4 8 8 6 B 2 5 2 + 19873. 14303*Temp-218614. 5 3 5 3 * T e m p ' 2 + 1 15691 99. 7U*Tc<mp 3-

2649175b:’.l. 4 * Tamp 4+2018441314* temp"5+Tr* 10

1 990 Temp-0 T r “ 0f U r m s f l < I ) * V a l f lci< T ) / 6 0 / . 2 8 7 / ( 2 7 3 . 15+Tmp ( I ) ) * ( F r e s l p s + L i n u p r e s ( I ' )L i n a v e l ( I ) * ( A i r m s f 1 ( ! ) * ( Im p ( I )+ 2 7 3 . 1 5 ) * 3 5 . 4 ) / ( P r « s l p a + L i n e p r e n ( I >)

2000 .010

2020 2 0 30 2 0 4 0 20 5 0 2 0 6 0 2 0 7 0 2000 2 0 9 0 2 tOO 21 10 2120

2 1 3 0 2 1 4 0 2 5 2160

2 1 70 2100

2 1 9 0 2200 2210 2220 2 2 3 0 2 2 4 0 2 2 50 2 2 6 0 FFiESFD MASS ACCM3 F R E S H ! VELB1 PFVESE3 VEl.fr j PRESB'J

A i r v c 1 2 ( I ) * ( A i r m a f 1 <I ) * ( T m p ( I ) + 2 7 3 . 1 5 ) * 3 3 . 4 ) / ( P r e » k p * + P r « s 2 ( 1 ) ) rti r v o l 3 ( 1 ) “ l A i r mfcf 1 ( I ) * (Tmp ( I ) + 273 . 15/ * 3 5 . A ) / ( P r s a t p * + P r e » 3 ( I > )A i r v e 14 ( I ) ■* ( A i r m s f 1 ( 1 ) * (Tmp ( I ) + 27 3 . 15) * 3 5 . 4 ) / (F ra aLp .» + P r«?s4 ' I ) )A i r v e l 3 ( I ) = ( A i r m s f 1 ( 1 ) * (Tmp ( I ) + 27 3 . 15) * 3 5 . 4 ) / ( P r a « k p * + P r a * 5 ( I ) >A i r v e l 6 ( I ) = ( A i r nrof 1 ( I ) * (Tm p( I ) + 2 7 3 . 1 5 ) * 3 5 . 4 ) / ( P r e s k p * + P r e s 6 ( I ) )A i r v a l 7 ( I ) « (A i rm a f 1 (1 ) * (Tmp ( I ) + 273 . 13) * 3 5 . 4 ) / (P ram ) p a + P re - i7 ( I ) ) r b>t»dval ( I ) « ( A i r msF 1 < I ) * (Tmp ( I ) + 27 3 . 15) * 3 b . 4 ) / ( P r c s k p a + P r e s F a e d ( J ) )I F 1*1 THEN Totm«ISS” Mas (1 )I I M a m ( l )< 0 THEN To tm a B«»0 I F 1=1 THEN GOTO 2 1 3 0 IF Mas ( 1 ) <Miis ( I — 1) THEN GOTO 21 50 To tm aoB” To tm «sa+ (M a s ( 1 ) - M a s ( I — 1> >T 1*T IM EU A TE l 2 ( I ) » ( t l - T 0 ) / 6 0 I F 1*1 THEN GOTO 2 2 20 I F A i r m n f I <I ) < .0 1 THEN

A i r m n f 1 ( I >“ 1 END I FP h a a d a n ( I ) " M a a f ( I ) / A i r m s f 1 ( 1 )I F I>1 THEN GOTO 2 2 9 0 P R IN T " "P R IN T " TEST DATA"P R IN T "F R IN T " NO

V ELD S A1RMSFL"2 2 7 0 P R IN T " KPA KB LG KPA M/8 KPA M/S KPA

KG/M IN "I F S b 1 « * » " H " THEN (30IG 3940P R IN T US I NO “ DDDDl). D" ; I , F’r e a f eed ( I ) ,M as ( I ) , T o t m a s B , P r e * 2 ( I ) , A i r v e l 2 ( I ) , Fr e

“ 6 ( 1 ) . A i r v e l 6 ( I ) , Pr « s 7 ( I ) , A i r v e l 7 ( I ) , A i r m s f 1 ( I ) *6 0 2 3 0 0 P p » I

I F I =>F<eadnum THEN 0 0 FO 2330WAIT TimBt»c:+Tim %ON KEY 5 LAEiEL " S T O P " , 5 GOTO 2350 NEXT I P R IN T " “P R IN T " "FOR I » 2 TO Pp Avemctuf “ Avem aaf +Masf ( I )A v e p h a s d e n -A v e p h a sd e n + P h a sd ra n ( I )NEXT IA ve m as f “ Avtamaaf / ( P p - l )A v e p h a B d e n * A v e p h a » d e n / ( F p - 1 )P R IN T E R I S II F S e j l « * = " H " THEN GOTU 3990P R IN T " STORE THE COMPLETE DATA, SELE C T E D GRAPHS ON D IS K ,O f t NOT At A L L ?

( C / S / N ) . . "2 4 6 0 INPUT S t o t

I F 5t.o*<=' ,vl" THEN GOrO 4040 I F S t o H ’ " S " THF.N GOTO 2610 I F 3 tO * < > "C " THEN GOTO 2450 MASS STORAGE I S " » H P 8 2 9 0 X , 7 0 0 , 1 "B y L e K « 9 0 + ( 10 0*Pp )

M/322802290

2: � 2 3 2 0 23 3 0 13 4 0 2 3 50 2 3 60 2 3 7 0 2 3 8 0 2 3 9 0 2 4 0 0 2 4 1 0 2 4 2 0 2 4 3 0 2 4 4 0 2 4 3 0

24 7 0 24 8 0 2 4 9 0 2 5 0 0 2 5 1 0

Page 15: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

!

25-30 2540 2550 . ’560 23 70 7(1),

2500 2 5 90 2600 26 10 2620 26 10 2640 26 50 ."'660 2 6 70 2690 2690

270--> 271 J 2720 27 30 2740 2750 27 » 2770 27B0 27 90 28 0 0 . 110

2020 2010

2IJ4C 20 50 20 60 20 70 2000 28 9 0 2 9 0 0 2 9 1 0

»

2730 29 40 2C. i 29 60 2970 29 0 0 29 90 30 0 0 30 10 30 2 0 30 30 30 4 0 30 3 0 3060 3 0 70 3 0 00 3 0 9 0 3 1 00 3 1 1 0 31 2 0 31 30 3 1 40i so

3 1 6 0

A1.S10N . JF a l . l i TO Ts t im m o *UUTF'UT f iF 'a th i F'p, O pnra t t , D a t e * , T i m e * , T s tn a m e *OUTF'UT i )F 'a th ; P r e sa tr t i , P r a s k p a , Avemas-F , A v e p h a s d e n , Comp r e s * , To Lmanu, T i mFOR 1*1 TO F'pOUTPUT i> P a th ; L i n e p r e s < 1) , F ' re a 2 ( I ) , P r e s s (1 ) , Prt '&4 ( I ) , P r e s O < I ) , F ' r e s 6 ( I ) , P r e s

Im p ( I )OUTPUT j ) P a t h ; F'r e s f et*d < I ) , T2 ( I ) , Mas ( I ) , V o l f l a ( I )NEXT I0 0 TO 4040 FOR 1*1 TO F'p( ( t , I > = L ln « p r *'9 ( I )1 ( 2 , I ) * P r e s 2 (1>1 ( 3 , I ) ” P r m 3 (1 )K < 4 , I >“ P r a s 4 <I )F ( 5 , I ) » P r * t s 5 ( I )1 ( 6 , 1 ) *--Li [ i » v e ] ( I ) k ( 7 , I ) » A i r v « 1 2 ( I )F < B ,1 ) “ A i r v w l 3< I )K < 9 , I ) “ A i r v e l 4 ( 1 )K <10, 1) *=Ai r v t * l 5 ( I )K < 11 , 1) “ Pr t*'i f ond ( I )1 ( 1 2 , 1 ) “ V o I f l o ( I )K ' l 3 , l > - A l r m - j f l (1 )1 v 1 4 , I > « T 2 ( I )K 1 1 5 ,1 ) “ l-lats < I )F (1 6 , I ) “ M a s f ( I )F <17, I » "Ph a n (J« n ( I ) k ( 1 0 . 1 ) -Count . ( I ) t ( 1 9 , I ) - T m p ( I ) k ( 2 0 , n - D « i p < n k ( 2 2 , I ) " P r o i .6 < I ) k ( 2 3 , I ) “ P r e « 7 (1 ) k ( 2 4 , I ) w A i r v e l 6 ( I )K ( 2 5 , I ) “ A l r v u l 7 <I )F ( 2 6 , I ) “ F e » d v e l ( I )NEXT IF>RINIER I S 1 P R IN T

OPTION NUMBERS FOR F'LOTT I NO"'***********»*************»*"

P R IN T PR I NT P R IN T P R IN T P R IN T PR I NT PR IN T P R IN T

•L IN E PRESSURE 'P R E S S U R E ’ S •PRE3SURE 6 •PRESSURE 7 •LINFtVEL

1'

PR IN T " A IR V E L 2 P R IN T "A 1 R V EL3 PR IN T " A IR V E L 4P R IN T F’R I NT PR IN T PR IN T

'A IR V E L 5'A IR V E L 6'A IRVEL .7'F E E D V E L

2 - 5 - r - 5 P R E SF EED a 1 1 "r» 22 VOLFLO X. 1 2 "a 23 AIRM8F L 13"a 6 T2 at 14"m 7 MAS « 15a 0 MASF ■ 16"X 9 PHASDEN at 17"** 10 COUNTER B 16"as 24 TEMP at 19"us 25 DELTA P R E S - 20 "m 26 --------------- ----"

6 0 1 0 31 6 0INPUT "DO YOU WANT TO CREATE EXTERN AL X VALU ES? ( Y / N ) " , E x *IT E> i* " "N " THEN GOTO 3160INPUT "E N T E R THE NUMBER OF PO IN TS TO BE P L O T T E D " ,NFOR J«1 TO NPRIN T "X P O I N T " , J , " - "INPUT X p o in t 3 ( J ) " X p o i n t NEXT JINPUT "E N T E R I FIE Y A X IS NUMBER",Ny iF E ! ! t = " Y " THEN GOTO 3100INPUT "E N T E R THE X A X IS NUMBER,THEN THE Y A X IS NUMBER 1, N>l, Ny

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3 1 0 0 I F N -Pp UR N Pp THEN 3 1 9 0 P OR J = 1 TO Pp 3 2 0 0 I F E x * » " Y " . T H E N GOTO 3220 3 2 to S <J > “ K <Ux, J )3 2 2 0 T ( J ) - K l N y , J )3 2 3 0 NEXT J 3 2 4 0 GOTO 3 3 301 2 5 0 END I F3 2 6 0 P R IN T "EN TER THE CHOSEN P O IN T S ’ R E F . No’ S"3 2 7 0 FOR J » 1 TO N7 2 0 0 INPUT P o in t< J>12 90 I F E . » * * " Y " THEN GOTO 3310’.3 00 S (.1) • I (Nil . P o i n t ( J ) >3 3 1 0 T ( J > « = M N y ,P o in t ( J ) )3 3 2 0 NEXT J3 3 3 0 FOR I» 1 TO N5340 P R IN T " P O I N T " | I , " X » " 1 8 <I ) , " Y “ " | T ( I )3 3 5 0 NEXT I33(1.0 IN PU T "HEADING OF GRAPH", H *a d *13 70 INPUT "X A X IS H EA D IN G" , X head *3330 INPUT "Y A X IS H EA D IN G " , Y * M d *33 90 INPUT "F<ANOE OF X " , M « tr < 1 ) , M a t r <2>3 4 0 0 INPUT "RANGE OF Y " , l *U tr (3 ) , M a tr (4 )3 4 1 0 INPUT "X T I C K " , M a t r ( S )3 * • INPUT "Y T I C K " . M a t r ( 6 )3 4 3 0 INPUT "Y CUTS X A T " , M a t r <7)3 4 4 0 INPUT "X CUTS Y A T " ,M a t r ( Q )3 4 SO M a t r ( 9 ) - . 13 4 6 0 A n a w « r t - " 1 "3 4 7 0 M a t r ( 1 0 ) " 23 4 0 0 M a t r ( 1 1 ) * 23 4 9 0 M a t r ( 1 2 ) “ 23 3 0 0 M » t r ( 1 3 ) “ 23 5 1 0 M a t r (1 4 > *23 5 2 0 IN PU T "STORAGE F I L E N A M E " , F i l o *3 3 3 0 C R EA TE A S C I I t i l t * , 303 3 4 0 A SS IG N 8P i l « e r 0 F i l e *3 5 3 0 OUI PUT a r i l e c i N3 5 6 0 FOR I*=l TO N3 5 7 0 OUTPUT 3F1 l * t : | S ( I >, T < I )35G0 NEXT 13 5 9 0 OUTPUT S F i l e e 5 M a tr ( * ) , H e a d * . X h e a d * , Yh i?atJ* , A n s w e r *3 6 0 0 A S S IG N S F i le t : TO *34 t A S S IG N J ) F i l e TO F l l w *3 6 2 0 INPLIT "DO YOU WANT TO CONCOCT ANOTHER GRAPH? ( Y / N ) . . " , C o c t *3 6 3 0 I F C o c : t * “ " Y" THEN GOTO 2 8 903 6 4 0 I F S ( * iB ' t= "R " THEN GO VO 4 0 403 6 5 0 GO TO 41203 6 6 0 INPUT "ENTER THE NAME OF THE STORAGE F I L E . . " , T« tn«m t l*36 7 0 MASS STORAGE TS " 1 HP029OX, 7 0 0 , I "3 6 0 0 A S S IG N D P a th TO Ts .tname*3 6 9 0 EN TER S )P a th ; P p , G p t s r a t * , D a t e * , T i m e* , T s t r i . v n e * , P r B i i t m , P r e s l p a , Avt imasf , Avupha i»den, Compr es>*, Tot m a ss , T i in3 7 0 0 FOR I “ I TO Pp3 7 1 0 IN T E R i lP a t h j L i n e - r s ( I ) , P r e a 2 ( I ) , P r e s 3 ( I ) , P r » * 4 ( I ) , P r e s S ( I ) . Pr a s 6 ( I ) , Pr .337 ( I ) , Tmp( I )3 7 2 0 ENTER .S P a th ) P r e a f t ltd ( I ) , T2 ( I ) , Mas ( I ) , V o l f 1 o ( I )3 7 3 0 NEXT I.3740 FOR 1-1 TO Pp3 7 5 0 C o u n t < J ) - I',7a'.' A i r maf 1 ( 1 ) —V u l f 1 o ( I ) / 6 0 / . 207 / ( 2 7 3 . 1 5 1 Tmp ( I ) ) * ( P r e s ) p a t - L i n u p m ( I ) )

3 770 I i n e v f l ( I ) - ( A i r m a f I ( 1 ) * (Tm p( I )+ 2 7 3 . 13 / * 3 3 . 4 ) / ( P r e s k p a + L l n w p r » « ( 1 ) )'7H0 A i r v isl " ' I > « ( A i r m a i l ( I * (Tmp ( I ) * 2 7 3 . 15) * 3 3 . 4 ) / ( P r e s ) p .»+ P re s2 ( I ) >3790 A i r **i 3 ( 1 ) - (A l r m a f 1 ( 1 ) * (Tmp ( I ) <-273. 15) * 35 . 4> / (P ra ia ) p « + P r a « 3 ( I ) )3 6 0 0 A ( r v j l 4 ( l ) “ ( A i r m B f l ( I ) * < T m p ( I ) + 2 7 3 . 1 S ) * 3 3 . 4 ) / ( P r e s I p j n P r » » 4 ( I ) )

Page 17: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

3820 A i r v M l 6 ( I ) “ ( A i r m « f l ( I > * ( Im p < 1 > + 27 3 . 15) * 3 3 . 4 ) / <Pr«ml p a + F r« t t6 ( I ) )3 B 3 0 A l r v n l 7< I ) «< A ir m s f l ( I ) * ( Imp < 1)+ 2 73 . 1 5 ) * 3 5 . 4 ) / ( P r e s ) p a + P r p s / ( i ) )3 8 4 0 I ei’ i i v p 1 < I ) “ < A i r m s f 1 < t ) * <Tmp ( I ) + 27 3 . 15) * 3 5 . 4 ) / (P re a k p a + P r e s - f e« d ( I ) )3 8 5 0 D e l p ( 1 ) » ( P r * 6 4 ( I ) - P r * e 5 <I ) 1 / 1 6 . 53 8 6 0 D«- lbnd l ( I ) « (F r e * 2 ( 1 ) - P r « « 3 ( I ) )38 70 Dp 1 bnc!2 ( I ) « (P r« i * 3 ( I ) - P r » ' s 4 <1 > )30130 D a l bn d3 ( I ) » ( F r * s 5 ( I ) -F'r e s 6 (1 > >3 8 9 0 NEXT I39 00 INPUT "HARDCOPY? <Y / M) . . " . H a r d *3 ? 1 0 I F H a r d * " " N " THEN GOTO 393039 2 0 P R IN T E R I S 7013 9 3 0 GOTO 5 2 0'9 4 0 FOR I “ I TCI Pp39 5 0 P R IN T USING "DODD. D, " ; I , PrpssS ( I ) , P r «*6 < I )3 9 6 0 NEXT I3 9 7 0 P M NT " "39 8 0 GOTO 24 303 9 9 0 F 'R iN IE R I S 140 00 INPUT "PO YOU WANT TO CREATE GRAPHS? ( Y / N ) . . . " , G r p »4 0 1 0 I F Gr p*<>" Y" T "T N CiOTU I :>4 0 20 UCiTQ 26 104 0 3 0 NA3S STORAliC I!3 " : HPB290X , 7 0 0 , 0 "4 0 4 0 INPUT "RERUN ? ( Y / N ) R e r u n *4 0 5 0 I F R * r u , . « - " N " THEN GOTO 411C4C • INPUT "DO YOU WANT TO R F - IN I T I AL.I SE THE TRANSDUCERS? (Y /N ) . . " , R e t r a n s t40 7 0 Y « 040 8 0 I F R e t r a n a t Y " THEN GOTO 41004 0 9 0 Y » 14100 I F R«*rur i ' t*“ Y " THEN GOTO 36041 1 0 P R IN T E R 13 141 20 IN PU T "DO YOU WAN! TO PLOT GRAPHS ? ( Y / N ) " . P l o t *4 * 30 I F P I tit S " 'N" THEN f'OTO 416041 40 MASS dTOIv 'JE I S " IH F 8 2 9 0 X , 7 0 0 , 0 "4 1 5 0 L P ' •' " P L O , "'*160 C M N T "PROGRAM F IN IS H E D "4 1 7 0 GOT 0 104 1 8 0 WAI T t4 1 9 0 INPUT “ DO YOU WANT ( A ) l . L r>ATA OR ( S E L E C T E D D ATA? . D a t a *4191 INPUT "ENTER HOW MANY MASS F l QWRATES 10 C A LC U LA TE “ , M f14 2 00 Tntmaa**04201 A v tn 'p «vo »0 4 2 10 A v d ia lp a v e - 0 42 20 A v d e l brief 1 a v « “ 0 47 i Avdral bnd2av<“ Ti0 42 40 Avdejl b n d 3a vs= 0 42 50 Avpha'r.tli?nave='0 4 2 60 A vm au f lo w -O 4 2 70 A v v e l la v w ^ O 42 8 0 Avva l . ave=«0 42 9 0 A v v a l 2 * v « « 0 4300 A v v e l 3a vrt»0 43 1 0 A v v ® l4 a v a » 0 4320 A v v » l S a v » " 0 43 30 A v v e l 6 « v a “ 0 4340 A v v e l 7 a v u ” 0 43 50 A v p r e ' t l a v u «0 436C A v p r * » f a v « » 0 4370 Avpr _*2av i8 “ i.4380 A v p r e » 3 a v t ! * 04390 Avp r e i s 4 « v « “ 04400 A vp ro m 5«vo «044 10 A vp ;"ew 6ave»044 20 Avp r •>»7« v b *044 30 Av.»i r mi f 1 a “ 04 4 40 Mantnt^O/» *V 'a< n n t f c i r r r . f n *•■» »

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/ / • /

44'.jl

445.;

4454 OP44 5 5 0

If D « t a * » " A " THEN 0 0 1 0 4491 P R IN T 1 *tnaine'>

J.

p r i n r b u t •

P R IN TNlj"

HCIPF'ER MASFLOW TO IMA3 F E E D V E L F E E D F R E 3 A IR M SFL V E L 4 PR E34

NO I.Q/MIN 10 M/S KPA KO/MIN M/H \ -'A

4491 FDR Y “ 1 TO M fl4 5 0 0 INPUT "EN T ER 1 ML TOP THEN BOTTOM COUNTER NUMBERS" , C t , Cb<i‘ , i M Mr'• f i cjw (Y ) - ( M a « ( C t ) -M*9 (Cb> ) / < T 2 ( C t > - T 2 < C b ) )4 5 2 0 S u b t o t m a n ( Y ) *M rf® (Ct) -M a s (C b )4 3 3 0 Tatmas'- 'Totmatt t iu b to tm n * < Y>4 5 4 0 l ) e l p * v « » 0454 1 lm p nve«04 5 5 0 D e lb r t d l a v e * 04 5 6 0 Del br id2ave"*04 5 7 0 Dp1 ► . i d i « v e « 04!i71 Phia«don«ve»iO15 JO P r ttB ( * v « " 04 5 9 0 P r » * l * v » * 04 6 0 0 r v « * 2 a v « ’ '04 6 1 0 F'r®s3«v6?“ 04 6 2 0 Pre-»4 '*ve=04 6 3 0 P r e * 5 * v e “ 04 6 4 0 H r e s 6 a v e a 04< ' Pr e a 7 a v a “ 04 6 6 0 V e l a v « * 04 6 7 0 V e l 1« v n " 046Q0 V e l2 i» v e “ 04 6 9 0 V o l 3 a v « " 04 7 0 0 Vfi>,l4avB“ 04 7 1 0 V e l 5avc?“ 04 7 2 0 V « 1 6 a v a « 04 7 3 0 V « 1 7 a v B “ 04 7 4 0 A i r m * f l a “ 04 750 Pr e * a v o “ 04751 Sig;<i»0 47 3 2 U ig y« '0 4 753 S iq u y - O 4 754 n 1 g»i 2 ” 0 47r>5 l . a m f r -04 757 Nnn* <Ct-Cb r 1)4 7 6 0 FOR l« C b TO C t4761 S i g n - S i q x + T 2 ( I )4/ ! S I g y«S» gy+Maii ( I )4 763 !3 1 q ! iy *B ig x y + (Mao (1 ) * T 2 ( l> )47 64 9 1 g i ( 2 « a iq n 2 + ( 1 2 ( 1 ) ) 24 7 6 5 l . .« m f r “ (5 i g>ty- (S t q:: * S i « y / N n n ) ) / ( S i g s : 2 - ( ( S l g « ) ' 2 > /Nnri) 4 7 7 0 I F 1*1 THEN SOTO 49 504 780 I F Matt( I ) <Maa<1-1) THEN GOTO 49504 790 C o t » C o t + l4 0 0 0 Hob* (Mcis ( I ) -M as ( I - l ) ) / (T 2 ( I ) - T 2 ( I- -1 ) )41:110 M .» B t» t “ M a « t» t + Pob4 0 20 Phattd«navt»<»Ph*!id*nav«+ (Dub/At r msf 1 ( 1 ) )4021 1 mpavt»“ Tnipavw i I mp (1 )48 3 0 t)(slpave*-*Dt?Ipavi'i-Dulp ( I )4 8 40 D e lb n d 1a v » " D « l b n d 1a v e * D e lb n d 1 ( 1 )41350 DipI bnd2av»«D w lbnd .2av»t-U e l bnd2 ( I )41360 Doi I in d 3 « v e - D«l bn d3*ve+ D » l b n d3 ( 1 )4 0 70 P r » « I« v o “ P r e « f a v e + P r a a f » e d ( I )4 0 0 0 P r on 1 a v » » P r e i« l av»+Lin«>preB (1 )4 8 9 0 P r » « 2 a v * ) “ P r * t t2 a v o + P r» t t2 ( I )4 9 00 P r « « 3 a v * < " P r » u 3 a v « + P re » 3 ( I )4 9 1 0 P r « « 4ave»Primr>(t ; jv e *Pr c s 4 ( I )4 9 20 l r r iB5 «*v0“ P r e u 5a v u * P r e i i 5 ( I )4 7 3 0 Pr 0 '»6a v « " P r « * 6ave+Pr«t i i6 ( I )

Page 19: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

4

/ -S - ' i

4 9 5 0 V e l dv e - V e l a v e +1 e e d v e 1 ( I )4 7 6 0 V e l 1 a v e = V » l 1 avo+l. i n e v e l (1 )4 7 7 0 Ve l 2aven=Ve I 2 a v e + A i r v * ! l 2 ( 1 )4 7 0 0 Vr 1 3avt»“ Vo l 3 a ve+ A i r v e l 3 ( 1 )4 7 9 0 V " l 4 a v e » V e l 4 a v e + A i r v e l 4 ( 1 )5 0 0 0 V e l 5 a v e = V e l fia ve< A i r v e l 5 ( I )5 0 1 0 V e l 6a v e = V e l 6a v H + f l i r v e l 6 ( I )5 0 2 0 Vc? 1 7 a v e = V e l 7 a v e + A i r v e l 7 ( I )5 0 3 0 A i r ina f 1 a » A i r maf 1 a + A i r m * f 1 ( I )5 0 4 0 P r e a a v B ^ P r e s a v B + P r s s f e e d (1 )5 0 5 0 NEXT I5 0 6 0 M a » t a t « M a « t » t / ( C t - C b + 1 )5 0 7 0 P h a B d e n a v « = P h a H d B n a v e / < C t - C b + l )5 0 8 0 PH IN IC R 15 70150B1 Tnipave«*Tmpavo/ (C ^ -C b + l )5 0 9 0 Dtsl p a v ia *D e l p a v e / (C t -C b + 1 )ii 100 Del bi i d 3 a v s - D(?) bnd 'avt .* / (C t - C b + 1)! i 1 10 P e l brid 1 ave*D(? 1 bnd la v t * / ( C t - C b * 1)5 1 2 0 De>lbnd2avea'D e lh n d 2 » v e / (C t - C b + 1 )5 1 3 0 i B « f a v e = P r a » f a v e / ( C t - C b + l )51 40 Pr e « l a v e “ P r * m l a v e / (C t - C b + 1 )5 1 5 0 P r e a 2 a v B “ P r e « 2 a v a / (C t -C b + 1 )5 1 6 0 r r « B 3 > v ‘) * P r « * T a v e / (C t - C b +1 )5 1 7 0 P r s s 4 a v e s=Pl' « 4 f l v B / (C t ~ C b + l )51 ' P r e s 5 a v e “ P r e E 5 a v e / < C fc - C b + l )5 1 9 0 Pr e 36a v e * ,P re ® 6* v e / ( C t - C b + I )5 2 0 0 P r e s 7 a v e = P r e s 7 a v e / ( C t - C b + 1 )5 2 1 0 V e l ave-’ V r l a v e / ( C t - C b + 1 )5 2 2 0 V e l 1 a v e = V e l 1 a v e / (C t - C b + 1 '5 2 3 0 V e l 2 a v e “ V a l 2 a v « / ( C t - C b + 1 15 2 4 0 V s l 3 a v e = * V a l3 a v » / (C t - C b + 1 )5 2 5 0 V e l 4 * v e « V e l 4 a v c / (Ct-C :b + 1 )5 2 6 0 Ve l 5 a v e » V i* l S a v e / (C t - C b +1)5 2 7 0 V e l 6a v e = V e l6a v e / (C t - C b + ' l )5 2 8 0 V e l 7 a v e « * V e l ? a v e / ( C t - C b + 1 )5 2 9 0 Ai rwit 1 a=Ai r ins; f l a / ( C t - C b + 1)5 3 0 0 P r o * « v e * P r » * « v » / ( C t - C b + 1)5 3 1 0 Av v b I 2 a v e « A v v « t l 2 a v e * V e l 2 a ve5 3 2 0 A v v e l3 a v e ~ A v v « l 3avi? +Vel 3a ve5 3 3 0 A v v e l <iave“ A v v e l 6ave+V«sl 6* v e5 3 4 0 A v v a l 7 a v B “ Avvt»l 7 a v B + V « l 7 a ve5 3 5 0 Av inaaf 1aw“ Avm «wf1uw+Lam fr5 3 6 0 A v p h a « d B n a v B ” A vp h a « d e n a vB + P h a e d B n *ve53 Avtmpavp*Avtinp*ve+Tinpave*5 3 7 0 A v v s l a v e = * A v v e l * v e + V e la v e5 3 0 0 A v v e l 1 a v e ' A v v e l l a v e +Vel l a v e5 3 9 0 Avpr o u f a v e ^ A v p r a a f a v e + P r e o f a v e5 4 0 0 Avvral 4ave=*Avv<-‘ l 4 a v s + V e l4 a v e5401 A v p r w s l a v e » A v p r a m l ave+Pr e s l a v e 5 4 1 0 Avpr « » 2 a v « lrA v p r e s 2 a v e + P r e s 2 a v e 34 2 0 A v p r a « 3 a v a “ A v p r s « 3 a v B + P r e s 3 a v e 5 4 3 0 A v p r K a 4 u v a * A v p r « s 4 a v « + P r e?54ave 5 4 4 0 A v p r e s S a v s * A v p r e *5avc+ P r e a S a v e 5 4 5 0 A - p r e « 6a v e “ A v p r e « 6a v a + P r a a 6a v e 5 4 6 0 A v p r e B 7a ve=’A v p re L i7 » v B + P re a 7a ve 5 4 7 0 A w b 15 a v a » A v v F l S a v a + V a l S a v a 54 8 0 A v a i r m a f I a - A v a l r m s f 1 a t A i r m a f 1 a 5 4 9 0 f l v d e l p a v e ^ A v d e l pa ve+Oipl p a ve3 5 0 0 A v d a l brtil l a v » » A v r J e l b n d lavo + D a lb r td l a v a55 1 0 A v d s l hi id 2a ve -Avde l bn d 2a va+ D a l b r id2ava5 5 2 0 Avd«*l b n d 3 a v a « A v d e l bn d Sa va+ D a l b r id3ave55 2 9 I F D a t a * » " A " THEN CIOVCI 55405 5 3 0 t r V - 1 I HEN 01) TO 5 5 335 5 32 II T « t r i a o « # " " l ' C S l " THEN Totmas.' i“ Tc itmas.i»-2337. 365 5 3 3 P R IN T U 3 IN 0 'DDDO. DO, I X " ; Y , Lam* r , T o t m a s a , V e l a v e . Pr * n f a v e . A i rinstf 1 a * 6 0 , V e l 6«, r v . « . f .. . * n *

-f ^

Page 20: The testing of complete plates (70mm X 50mm X 5mm thick) towiredspace.wits.ac.za/jspui/bitstream/10539/16761/10/Freinkel D M... · The testing of complete plates (70mm X 50mm X 5mm

Author Freinkel D M (David M) Name of thesis Experimental Investigation Into The Wear Resistance Of Tungsten Carbide-cobalt Liners In A Full Scale

Pneumatic Conveying Rig. 1988

PUBLISHER: University of the Witwatersrand, Johannesburg

©2013

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