PRINT PRINT "AVERAGED OPERATING CONDITIONS FOR "jtstname* PRINT " m M U S m U W M H H W M N M M a n i H N M W M H M M M '

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4 r.y.. 5540 3550 NEX I' V I F D a t a "A" 5570 THEN 0010 5600 P R I N T "FINAL..1UTAL.S 537 1 F t i». d e n y A v i n a s f PHASDEN 1dm / ( A v a t i r m s f 1a 60) 5500 P R I N T U S IN G "DDDD.

1 4 r.y NEX I' V I F D a t a "A" 5570 THEN P R I N T "FINAL..1UTAL.S F t i». d e n y A v i n a s f PHASDEN 1dm / ( A v a t i r m s f 1a 60) 5500 P R I N T U S IN G "DDDD. DD, 1 X " s Y - 1, A v m a f 1 ow/ < Y - 1 ), T o t m a n s, A v v e l a v e ' ( Y - 1), A v p r e s. 1 a v e / ( Y - l ). A v a l r m s f l a 6 0 / ( Y - t ). A v v e l 6a v a / <Y - l ), A v p r e s 6 a v e / ( Y - l ). P h a s d e n y 5590 P R I N T " PRINT PR IN TE R IS 1 IF Dat:a = "A" T H E N G O T O INPUT " D O Y O U W A N T (A ) L L D A T A O R ( S ) E L E C T E D D A T A?....D a t a l IF Dat 1 1 <. "A" T H E N G O T O P R I N T E R IS 701 PRINT PRINT "AVERAGED OPERATING CONDITIONS FOR "jtstname PRINT " m M U S m U W M H H W M N M M a n i H N M W M H M M M ' PRUT COMPRESSORS: ":Compre'3 "soperat:" PRINT " O P E R A T O R : A T M O S P R E S : " ; Pr er.at m: "mmh G " P U N T "TEST DATE I : Date» " Pt^INT " T E S T NAME: TIME IN T E R V A L: " : Ti h i ; " M i n u t a m " " ; T tnam e;" T OTAL TEST TIME " ; T 2 ( P p )! 1 MINUTES" PRINT PRINT PRINT " L I N E TEMP C E L C " ; A v t m p a v e / ( Y - l ) PRINT " L I N E 1R 8 URI» " ; A v p r e s 1 a v s / <Y - l ) PRINT I E E D P R E S S U R E "S A v p r e & f a v e / ( Y - l ) PRINT " P R E S 2 (BMD1I " i A v p r e «2 n v e / ( Y - l ) PRINT " P R E S (BND2) ;A v p r e < s 3 a v e / (Y - l ) PRINT " P R E S (LINE)»"; A v p r e s 4 a v e / (Y-l PRINT " P R E S (BND3) ;A v p r e s S a v e / (Y PRINT " P R E S (BND4)»"! Avpr e s 6 a v e / ( Y i); T C P R E S 6» E N D 4" PRINT " P R E S 11<ND5) «" ( A v p r e s 7 a v e / (Y - l ) PRINT PRINT " P R E S S U R E D R O P L I N E K P A «";A v d e l p a v e / ( Y - 1) ; A v d e l b n d l a v e / (Y-l) PRINT " P R E S S U R E D R O P B N D 1 KPA PRINT " P R E S S U R E DROT- 6 N D 2 K P A "5 A vdel b n d 2 a v e / (Y-l) PRINT " P R E S S U R E D R G P B N D 3 K P A = " i A v d e l b n d 3 a v «/ (Y - l ) PRINT PRINT " V E L L I N " l A v v» n v «/ ( Y - l ) ; A v v e l a v e / ( Y 1 ) PRINT "VEL. F E E D E R (H M D 1) " j A v v e l 1 ' a v e / ( Y - l PR INI " V E L " " ; A v v e l3 a v e /(Y -l PRINT " V E L (BND2) " ; A v v e l 4,a v e / ( Y - t PRINT " V E L (LINE) IDND3) ";A v v e ls a v e / ( Y - l PRINT "VEL PRINT "VEL (D N D 4 ) "; A v v e l 6 a v e / ( Y - l PRINT " V E L ; Avvfsl 7 a v e / ( Y - l (DNDS) PI! INT PRINT "AVE MAG!: Ft O W R A T E K G / M I N " J A v m a s f l o w / ( Y - t ) PRINT 'AIR M A S S F L O W R A T E K G / M IN» " i A v a i r r n s f 1 a 6 0 / ( Y - l ) PRINT "PIIA3E D E N S I T Y ; Avm asf 1 aw/ ( A v a ir in s f 1 a 6 0 ) PRINT "T O TAL M A S S U O U V E Y E D KG " " Totm a' PRINT INPUT " C A L C U. A T E M O R E M A S S F L O W RATE S " I ", M s s ft IF M» h F» «" Y " T H E N II M ««f < >"N" T H E N G O T O 10 P RINT " P R O G R A M F I N I S H E D " M A S S S T O R A G E IS ":H P U X, 7 0 0, 0 " END S? ! i 36b / ' E CIH r

Vr -.V Vf Vf Vr V f VfVfVf Vf VfVfVfVf Vf v.' Vf >,.' V. Mr DIST 075 075 075 USERID 001FRDP Vr Vf Vf VfVnVvfV/f Vf V'Vf Vf Vr.

2 Vr -.V Vf Vf Vr V f VfVfVf Vf VfVfVfVf Vf v.' Vf >,.' V. Mr DIST USERID 001FRDP Vr Vf Vf VfVnVvfV/f Vf V'Vf Vf Vr.. i f Vf Vf V f Vf Vr Vf Vf File name: PLOTANG File type: SCRIPT File mode: AI This output was produced by the command: LASER PLOTANG SCRIPT AI ( S E T 7 NODUP COP 6 on 05/05/88 at 11:42:58 This file is on disk 001FRD and was last updated on 05/05/88 at 11:42:43

P R O G R A M M E TO PLOT O V E R L A Y E D G R A P H S OF ALL T R I B O L O G I C A L RESULTS; O P T I O N S D E V I C E = G D ' ) M 6 8 C D O M N IC K N A M E = A L T 3 2 6 8 ; GOPTIONS

3 P R O G R A M M E TO PLOT O V E R L A Y E D G R A P H S OF ALL T R I B O L O G I C A L RESULTS; O P T I O N S D E V I C E = G D ' ) M 6 8 C D O M N IC K N A M E = A L T ; GOPTIONS DEV'CE=IBM3T79; DATA SCT07; S ET t, TA. TC; IF T E S T T C > 5 2 8t T Y P E T C - S C ; A D E R O T C = L O G ( A D E R O T C 1; V E L T C = L O G (V E L T C ); D A T A S6; SET D A T A. T C ; IF T E S T T & T Y P E T C ^ S 6 ; A D E R O T C - L O C < A D E R O T C ); V E L T C = L O G ( V E L T C ); D A T A T6; SET D A T A. T C ; IF T E S T T C > 5 2 & T Y P E T C = ' T 6 ; A D E R O T C = L O G ( A D E R O T C ); VELTC=LOC(VELTC); D A T A G6; S ET D A T A. T C ; IF T E S T T C > 5 2 8c T Y P E T C = ' G 6 ; A D E R O T C = L O C ( A D E R O T C ); V E L T C = L O G ( V L L T C ); D A T A GTO; SET DATA.TC; IT T t S T T C > 5 2 fc T Y P E T C = 'G T O 1 ; A D E R O T C = L O C ( A D E R O T C ); V E L T C = L O G ( V E L T C ); D A T A GT5; SET D A T A. T C ; IF T E S T T C > 5 2 & T Y P E T C = ' G T 5 ' ; A D E R O T C = L O C ( A D E R O T C ); V E L T C = L O G ( VELTC); D A T A E30; SET DATA.TC; IF T E S T T C > 5 2 & T Y P E T C = 'E 3 0 ' ; A D E P O T C = L O G ( A P E R O T C ); VELTC=LOG(VELTC); D A T A MS; SET DATA.MS; IF T E S T M S > 5 2 ; A D E R O M S = L O G ( A O E R O M S ); VELMS=LOG(VELMS); / PROC PRINT DATA PROC PRINT DATA PROC PRINT DATA PROC PRINT DATA PROC PRINT DATA PROC P R I M DATA = = = = = = SCT07; S6; T6: G6; G10; GT5;

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4 an /- \f\. PROC P R I N T D A T A = E30; PROC P R I N T J A T A = MS; / DATA EROANG; M E R G E S C (R E N A M E ' ( E R O I C - E R O S C ANC1C=ANGSC107)) S6 (RFNAME=(EROFC=EROS6 ANG1C=ANGS6)) T 6 (R E N A M E = ( E R O T C = E R O T 6 A N G 1C = A N G T 6 ) ) C6 (RENAME= (E R O TC=EROG6 A N G T C = A N G G 6 )) CIO (RENAME=(EROlC-EK0G10 ANCTC=ANGC10)) C 1 5 (R E N A M E - ( E R O T C = E R O G 1 5 A N r TC = A N O G 1 5 ) ) f 30 ( R E N A M E = ( E R 0 I C = E R 0 E 3 0 ANCTC=ANCE30)) MS: T I T L E 1 E R O S I O N V S I M P A C T A N C L E ; T I T L E? 'PLOTANG'; S Y M B 0 L 1 V = S Q U A R E U R U L=1 C OL ; S Y M B 0 L 2 V = P L U S l= R Q i. - 2 C = B L ; S Y M B 0 L 3 V = T R I A N G L E l = R Q 1= 3 C = B L ; SYMBOL! V = X I= R Q L = U C = B L ; S Y M B O L S V = S T A R l=rq L= 5 C=BL; S Y M B O L S V - D I A M O N D l=rq L=6 C=BL; S Y M B 0 L 7 V = Y t= H Q L = 7 C=BI ; L A B E L E R O S C I O /= 1 E R O S 1O N M I C R O N S / T O N ' ; LABEL ANGSC107=' IMPACT ANGLE'; PROC GPLOT; PLOT E R O S C A N G S C 107=1 ER0S6ANGS6=2 ER0T6»ANGT6=3 EROG6ANGG6= 4 ER0G15ANGG15=5 EROE30ANGE30=6 ER0MS»ANCMS=7/0VERLAY; RU N ;

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5 / / I \n </ i f v~v.. ;< DIST USERID OOIFRDP File name: PL32B3 File ty, ; SAS File moc Al This output was produced by the command: LASER PL32B3 SAS Al ( SET7 NODUP on 20/05/88 at 15:50:06 This file is on disk 001FRD and was last updated on 13/07/87 at 14:26:43 r \ -4

6 C M s ' H L E o I f ' NDATA^D^SK PL.32B3 D A T A A; D A T A A; INFILL INDATA; INPUT Z; D A T A B; Y= US DO X=-20 OUTPUT; END; T O 2 0 B Y 10; DO X = T O OUTPUT; END; 50 BY DO X =-60 TO outp u t ; END; 10; 6 0 BY 15 = -70 T O OUTPUT; END; 10; 60 BY D O x := T O OUTPUT; END; 10; 7 0 B Y 10; o x := - V O T O OUTPUT; END; m x 5 = T O OUTPUT; END; 70 B Y 10; 60 BY no " x 5 = -60 TO.jU T P U T ; EN D ; 10; 60 BY DO X = TO OUTPUT; END; DO X ^ -20 T O OUTPUT; EN D ; 10; 5 0 B Y 0; 2 0 B Y 10; K E E P X Y; D A T A C; M E R G E A B; / PROC C3CRID; GR10 X ^ Z / S P U N U NAXIS2=25; / PROC G3D; I'lTl!'- M v '10 M M G R I D, A C T U A L D A T A S C A T T E R X Y = Z / Z T I C K N U M = 10 POINTS, 8/7/87 ; - 1 «

7 i ' t /' ZMIN = H ZMAX = 6 S H A P E = 'POINT' TILT = 45 NOAXIS NONLEDLE R O T A TE =CO; RUN; - 2 -

8 VnVVrVrVrVr V V.VVrVr VrVr VrVrVr i'rvrvr VrVrVrVr VrVr Vr Vr Vr Vr Vr DIST USERID 001FRDP Vr Vr Vr.'r Vr Vr VrVr Vr Vr > Vr.'. -.r Vr Vr Vr Vr '. Vr Vr Vr Tile name: PNEUT6 File type: SAS File mode: AI This output was produced by the command: LASER PNEUT6 SAS AI ( SET7 NODUP COP 6 on 05/05/88 at 11:43:47 This file is on disk 001FRD and was last updated on 13/01/88 at 13:00:31

9 DATA P N U E ; SET D A T A. T C ; IF T Y P E T C - 1 T6 ; KEEP A D E R O T C A N C T C V E L T C / PIIASTC ; AI)ER O T C = L O G A D E R O T C ) i A N C T C - L O C ( A N C T C ); VELTC=LOG(VELTC); P H A S T C - L O C I PIIASTC); M f R T C = L O G ( M F R T C ); / P R O C r.orr RANK; PROC S T E P W I S E ; MODEL A D E ROTC=VELTC MODELRADEROTC -VELTC O U I P O T O U t= D A I A. P R E D P=EROPRED IJ95=UP95 195=L0W95; PIIASTC A N C T C / MAXR; PIIASTC A N C T C / P R C L I ;

10 irir ir ic ir ir vv VnVVrVrVnY. YVrttVnV ir ir ir ir ir iii t i t i r i t i t i t i t i t i t i t i t i irir ir ir ir ir ir ir ir ir ir i t ir ir ir ir ir i t i t ir ir ir ir ir ir ir w ttiririririr ir ir ir ir ir iiir ir ir i i iririririr i t.yfnyvnvvrrt ir ir. ' i r i r i. t iri.-iriririr w DIST USERID OOIFRDP i t ir ir ir i t ir ir iririririr i t i t ir ir ir ir ir ir irir ir ir ir ir i; irir ir ir ir iririr ir ir iriririr ir ir ir ir ir ir ir iriririririr irir ir ir i t i t i t ir ir ir ir ir i t irir ir ir ir ir ir ir VnV VnVVrV-'.-.V irir ir ir ir ir rtvnw.'iwrrt ftvny.'«> Vlr VrVrVn'n. Vr VciV File name: PNUET6 File type: LISTING File mode: A1 This output was produced by the command: LASER PNUET6 LISTING A1 ( SET7 NODUP COP 6 on 05/05/88 at 11:46:00 This file is on disk 001FRD and was last updated on 13/01/88 at 12:59:06

4 12:58 WE D N E S D A Y, SAS MEAN VARIABLE MFRTC VELTC ANCTC PIIASTC ADEROTC 20 2M 20 20 2D 57.96083333 39.72708333 61.83333333 2.12166667 0.21722285 STO DEV SUM 16.33910910 6.00809289 13.

11 4 12:58 WE D N E S D A Y, SAS MEAN VARIABLE MFRTC VELTC ANCTC PIIASTC ADEROTC 20 2M D STO DEV SUM ( ) r> P E A R S O N C O R R E L A T I O N C O E F F I C I E N T S / PROrt > VELTC VELTC PHASIC / VELTC ADEROTC / MFRTC ADEROTC 0.589/ / PIIASTC ADEROTC VELTC MFRTC VELTC ADEROTC Ml R T C PHASIC ADEROTC C VELTC 0. j PIIASTC MFRTC l, / PIIASTC PIIASTC A D E R O 1C i 1 o. oooo ( Z RI U N D E R H O : R H O «0 / M = 2 0 MFRTC MFRTC T MINIMUM JANUARY 13, 1988 MAXIMUM ,

12:58 WEDNESDAY, SAS M A X I M U M P.-SQUARE STEP 1 VARIABLE DF 1 22 regression ERROR TOTAL 23 INTERCEPT PHASTC STEP 2 2 04. 7 4 7 9 4 9 9 4 3. 3 7 9 4 4 4 6 0 14.43442484-4.81564901 0.

12 12:58 WEDNESDAY, SAS M A X I M U M P.-SQUARE STEP 1 VARIABLE DF 1 22 regression ERROR TOTAL 23 INTERCEPT PHASTC STEP INTERCEPT MFRTC PHASTC II SQUARES B VALUE STD ERROR M U U IS T H E B E S T PROB>F C(P) MEAN SQUARE F PROB>F O.OOCI F PROB>F TYPE II SS It , 2 V A R I A B L E M O O E L FOUND. R SQUARE ENTERED SUM OF SQUARES MEAN SQUARE F PROB>T DF j B VALUE STD ERROR O U B O U N D S ON C O N D I T I O N N U M B E R : T HE ABOVE M O D E L PROB>F I I SS ) VARIABLE MFRTC REGRESSION FRROR TOTAL R SQUARE SUM OF B O U N D S ON C O N D I T I O N NUMBER: 3 F 1 V A R I A B L E MODE I FOUND. 2 T H E ABOVE M ODEL , INTERCEPT PHASTC TYPE = 1 DF STEP 2 0 M. 7«79U99'» VARIABLE ANCTC ENTERED REGRESSION ERROR TOTAL C(P) MEAN SQUARE STD ERROR IS T H E B E S T FOR D E P E N D E N T V A R I A B L E A C E R O T C SUM OF S Q U A R E S 0 VALUE B O U N D S ON C O N D I T I O N NUMBER: IKE ABOVE MODEL R SQUARE PHASTC ENTERED IMPROVEMENT IS T H E B E S T VARIABLE MODEL J F O UND. I I SS F PROB>F TYPE JANUARY 13, 1988

/ />v. r, fr :' :' 'V v ' e r s' '/. y ;. ' ; // > :.-s v, 12: 5 8 W E D N E S D A Y, SAS MAXIMUM R-SQUARE STEP 4 VARIABLE V E L T C REGRESSION ERROR TOTAL OF S U M OF S Q U A R E S 4 19?3 225.

13 / />v. r, fr :' :' 'V v ' e r s' '/. y ;. ' ; // > :.-s v, 12: 5 8 W E D N E S D A Y, SAS MAXIMUM R-SQUARE STEP 4 VARIABLE V E L T C REGRESSION ERROR TOTAL OF S U M OF S Q U A R E S 4 19? '! B VALUE INt E R C E P T MFRTC VEL1C PHASIC ANOTC ItU O / B O U N D S O N C O N D 1 1 IO N N U M B E R : THE A B O V E M O DEL R SQUARE EN1ERED IS T H E B E S T IMPROVEMENT ( ( V A R I A B L E M O D E L TOUND. C(P) STD ERROR , FOR D E P E N D E N T V A R I A B L E A D E R O T C mean squaiu; TYPE F PROB>F PROB>T I I SS ? JANUARY 13,

12:58 W E D N ESDAY, SAS l)ep V A R I A B L E : ADLROTC JANUARY 1 3, 1988 4 A N A L Y S I S OF V A R I A N C E DF 'I r.ource MODI I IRROR C rolal 19 23 ROOT MSC 1)1 l> Mt A N C. V. S U M OF SQUARES MEAN SQUARE 225.

14 12:58 W E D N ESDAY, SAS l)ep V A R I A B L E : ADLROTC JANUARY 1 3, A N A L Y S I S OF V A R I A N C E DF 'I r.ource MODI I IRROR C rolal ROOT MSC 1)1 l> Mt A N C. V. S U M OF SQUARES MEAN SQUARE /1 F VALUE PR0B>F I 6 H R-SQUARE ADJ R-SQ P A R A M E T E R ESi I M A T E S VARIABLE INTERCEP Ml R T C VELTC PHASIC ACTUAL ObS i o IB PIUDIC1 VALUE J PARAMETER ESTIMATE STANDARD ERROR T F O R HO: PARAMETERS l ( OF S I D ERR PREDICT \ ' LOWER957. PREDICT UPPIR95X PREDICT RESIDUAL S 10 ERR RESIDUAL i 6058 I.58 /(I PROB > IT I STUDENT RESIDUAL D COOK'S «#«

12:58 W E U N E S D A Y, SAS ACTUAL 22.? 3 24 2.4420 2.3180 1.9980 S U M O F R E S ID U A L S SU M OF S Q U A R E D R E S I D U A L S P R E D I C T E D R E S I D SS (PRESS) PREDICT V A L IE 3.0669 4.

15 12:58 W E U N E S D A Y, SAS ACTUAL 22.? S U M O F R E S ID U A L S SU M OF S Q U A R E D R E S I D U A L S P R E D I C T E D R E S I D SS (PRESS) PREDICT V A L IE S T D ERR PREDICT E I LOWER95S PREDICT UPPER95% PREDK ' RESIDUAL S T D E RR RESIDUAL STUDENT RESIDUAL JANUARY -2-1-U 1 2 I I 13, 1988 COOK'S

16 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 PUBLISHER: Universy of the Wwatersrand, Johannesburg 2013 LEGAL NOTICES: Copyright Notice: All materials on the U n i ve r si t y o f t h e Wi tw a te r s r an d, J o h a n n e sb u rg Lib r a r y webse are protected by South African copyright law and may not be distributed, transmted, displayed, or otherwise published in any format, whout the prior wrten permission of the copyright owner. Disclaimer and Terms of Use: Provided that you maintain all copyright and other notices contained therein, you may download material (one machine readable copy and one print copy per page) for your personal and/or educational non-commercial use only. The Universy of the Wwatersrand, Johannesburg, is not responsible for any errors or omissions and excludes any and all liabily for any errors in or omissions from the information on the Library webse.

SCATTER DIAGRAM ESTIMATED VS OBSERVED RUN OFF AT STATION A37 LUPANE RAINFALL STATION

35000 SCATTER DIAGRAM ESTIMATED VS OBSERVED RUN OFF AT STATION A37 LUPANE RAINFALL STATION 30000 25000 20000 - ui 15000 10000 5000 5000 10000 15000 20000 25000 OBSERVED RUNOFF x looocum 30000 35000 Figure