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Project Management f or Surveying Engineering

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36 1. 9 38 1. 10 40 1.10.1 40 1.10.2 41 2 43 2. 1 43 2.1.1 43 2.1.2 43 2. 2 46 2.2.1 46 2.2.2 47 2. 3 48 2.3.1 48 2.3.2 48 2. 4 49 2.4.1 49 2.4.2 50 2.4.3 56 2.4.4 57 2. 5 58 2.5.1 58 2.5.2 58 3 61 3. 1 61 3.1.1 61 3.1.2 61 3. 2 62 3. 3 62 3.3.1 62 3.3.2 62 3.3.3 63 3. 4 63 3.4.1 63 3.4.2 64 3. 5 65 2 3.5.1 65

65 3.5.3 66 3. 6 67 3.6.1 67 3.6.2 68 3.6.3 69 3. 7 69 3.7.1 69 3.7.2 69 3.7.3 70 3.7.4 71 3. 8 72 3.8.1 72 3.8.2 73 3.8.3 73 3.8.4 [ 21 ] 78 4 81 4. 1 81 4.1.1 81 4.1.2 83 4. 2 84 4.2.1 84 4.2.2 84 4. 3 86 4.3.1 86 4.3.2 86 4.3.3 87 4.3.4 88 4.3.5 88 4.3.6 90 4. 4 90 4.4.1 90 4.4.2 92 4.4.3 92 4. 5 93 4.5.1 93 4.5.2 94 4.5.3 94 3

94 4. 6 95 4.6.1 95 4.6.2 96 4.6.3 96 4. 7 99 4.7.1 ( ) 99 4.7.2 99 4.7.3 101 4. 8 102 4.8.1 102 4.8.2 104 4.8.3 112 4. 9 119 4.9.1 119 4.9.2 ISO 9000 123 4.9.3 1994 ISO 9000 125 4.9.4 ISO 9000 2000 ISO 9000 127 4. 10 140 4.10.1 140 4.10.2 141 4.10.3 142 5 147 5. 1 147 5.1.1 147 5.1.2 147 5.1.3 148 5. 2 149 5.2.1 149 5.2.2 149 5.2.3 150 5.2.4 159 5.2.5 160 5.2.6 ( ) 162 5. 3 175 4 5.3.1 175 5.3.2 176 5.3.3 176

177 5.3.5 177 5.3.6 177 5. 4 177 5. 5 180 5.5.1 180 5.5.2 181 5. 6 182 5.6.1 182 5.6.2 183 5.6.3 183 5.6.4 183 5.6.5 184 5.6.6 184 5. 7 184 5.7.1 184 5.7.2 186 5.7.3 187 5.7.4 188 5.7.5 189 5. 8 191 5.8.1 191 5.8.2 192 5.8.3 192 5.8.4 192 5. 9 192 5.9.1 192 5.9.2 193 5.9.3 194 5.9.4 194 5.9.5 195 5.9.6 196 5. 10 197 5.10.1 197 5.10.2 (DRB) 200 5. 11 F IDIC FIDIC 202 5.11.1 FIDIC 202 5.11.2 FIDIC 203 5. 12 204 5

207 6. 1 207 6.1.1 207 6.1.2 207 6.1.3 208 6.1.4 209 6.1.5 210 6. 2 211 6.2.1 211 6.2.2 212 6.2.3 216 7 226 7. 1 226 7. 2 227 7. 3 227 7. 4 228 7.4.1 228 7.4.2 229 7.4.3 229 7. 5 230 7.5.1 230 7.5.2 231 7.5.3 233 8 234 8. 1 234 8.1.1 234 8.1.2 236 8.1.3 237 8.1.4 240 8.1.5 242 8.1.6 244 8.1.7 246 8. 2 249 8.2.1 249 8.2.2 252 8.2.3 I&B 256 8. 3 261 6

261 8.3.2 263 8.3.3 GPS 265 8. 4 268 8.4.1 268 8.4.2 268 8.4.3 271 8. 5 277 8.5.1 277 8.5.2 279 9 282 9. 1 282 9. 2 288 9. 3 291 9. 4 293 9. 5 299 1 317 2 358 364 7

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QS Quantity Surveying), QS, ;, ; ;,, QS QS ( RICS), QS :,,,,,,,,,, CM( Construction Management),,, CM CM,,,, CM,,,, CM,, ;,,,,,, 20 50 60, PMC ( Project Management),,,,,,,, ( FIDIC),, 1. 2. 3,,, 1. (1 ),, (2 ),,, (3 ),,, 10

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(3 ) 2. (1 ), (2 ),,, (3 ), (4 ) (5 ) (6 ), 3.,, 4., [ 1992 ]479 :,,,,,,,, : (1 )( ): ( ) M ( ), ( ) a ( % ), ( ) b ( % ) M < 5000.2 < a, 2.50 < b; 500M < 1000: 0.15 < a0.20, 2.00 < b2.50 ; 1000M < 5000: 0.10 < a0.15, 1.4 < b2.00 ; 5000M < 10000: 0.08 < a0.10, 1.2 < b1.4 ; 10000M < 50000: 0.05 < a0.08, 0.08 < b1.2 ; 50000M < 100000: 0.03 < a0.05, 0.60 < b0.80 ; 100000M : a0.03, b0.60 (2 ): 3. 55 / () (3 ), (4 ), (5 ), 30

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2), 2. 4. 2 1.,,,,,, : ; ;,,,,,,,,,,, 2. : (1 ), (2 ) (3 ), (4 ) (5 ) (6 ), : (1 ),, 3, 24,,,,, 3,,,,,,, (2 ),, 50

(3 ),,,,,, : ( ) + ( ) = ( ),, ;,,,,,,, 3. ( ) () (), 4., ( ),,,,,,,, (1 ) 1) ( ) 2-2,, ( -, + ) ( 2-2), c, x 51

ix y iy i zi zic + xi ix + yi iy, zi, hi hi = z i- z i = c + xi ix + yi iy - z i ( i = 1, 2,, n) ( 2.1) hi, : H = h1 h2, A = hn 1 x1 y1 1 x2 y2 1 x n yn, X = c i x iy, Z = z1 z2 z n ( 2.2) H = A X + Z ( 2.3) P, H T PH = min, X,, : : X ( 2. 1), hi (2.1 ),, ix A T PA X + A T PZ = 0 ( 2.4) X = - ( A T PA) - 1 A T PZ ( 2.5) = iy = 0, ( 2.5 ) ; c, i x, iy ; ix (iy ), (2.5 ) () c i x (iy ) 2) ( ),,, 2-3 (a), () : V = a 2 ( H1 + H2 + H3 + H4 ) 4 =,, 2-3( b), : V = a 2 H, a, H 2 4 2 i = 1 4H, V = a 2 H Hi 4 ( 2.6) 2 4H ( 2.7) 2-3 52

( ), 2-4( a), V = 3 a 2 Hi/ 6 ( 2.8) i = 1, 2-4( b),, V = a 2 H 3 [6 ( H1 + H3 ) ( H2 + H3 ) ] ( 2.9) V = a 2 { H 3 3 [ ( H1 + H3 ) ( H2 + H3 ) - H3 + H2 + H4 ]} 6 (2.10), 2-4 (2 ) 1) (2-5 (a) ) : V = H( F1 + F2 + 4 F0 )/ 6 2) ( 2-5( b) ) : V = L ( F1 + F2 + 4 F0 )/ 6 (2.11) V = V i : H ; L ; F1 F2 ; F0 4 i = 1 2-5 3) (2-6 ) : V = h ( AB + ab + 4 M )/ 6 (2.12) 53

AB ; a b ; h ; M 4) 2-7( a), : V = 2-7( b), : h [ ab - h( a + b - 4 h/ 3tan)/ tan ] (2.13) V = ah( 3 c - 2 h/ tan)/ 6 (2.14), ab ; h ;, 2-1 2-6 2-7 2-1 3035 32 40 2830 35 25 30 35 3545 35 40 3540 35, V1,2 5), : : S1/ S2 > 40 %, V1, 2 = h( S1 + S2 )/ 2 ; S1/ S2 < 40 % = h[ S1 + S2 + ( S1 S2 ) 1/ 2 ]/ 3 : V0 = kh0 S0, k = 2/ 3;, k = 1/ 3, V = V ij + V 0, S1, S2, S1 < S2, X- PLAN360C ; h, ; S0 ; h0, h0 < h 6), ( x, y, z ) i ( i = 1, 2, 3 ), : A = [ P( P - S12 ) ( P - S23 ) ( P - S31 ) ] 1/ 2 (2.15), P = ( S12 + S23 + S31 )/ 2; Sij = [ ( xj - xi ) 2 + ( yj - yi ) 2 + ( zj - zi ) 2 ] 1/ 2 ( ) 54

3 ),,, 1) :,,, ;,,,,,,,,,,, 2-8 2-8,,,,,,, 1996 2) 55

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1.,,,,,, : P = P0 V (2.16) V = bi ( Mi1 - M i0 )/ Mi0 = bi Ki (2.17) P = P0 bi Ki (2.18) a + bi = 1 (2.19), : P = P0 ( a + bi M i1/ M i0-1) (2.20) P0,, V, a,,, ( 0. 150. 35 ) bi,, n M i0 FIDIC, 28 M i1, Ki = ( Mi1 - Mi0 )/ Mi0 ( Mi1 - Mi0 ), (2.17) (2.20 ), ;, 2.,, : : p = p0 ( a0 + a1 A1/ A0 + a2 B1/ B0 + ) (2.21) p ; p0 ; a0, ; a1 a2 a3 a4 : 57

a + a2 + a3 + = 1; A0 B0 C0 D0 a1 a2 a3 a4 ; A1 B1 C1 D1 a1 a2 a3 a4,, 2. 5 2. 5. 1,, 90%,,,,, : 1. (, ), 2.,, ;, 3.,,,,, 4.,,,,,,,,,,, 2. 5. 2, 58

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7., 3. 6. 3, P ERT 3-1 3-1 PERT E T LT ET j = max{e T i + D l, i - j } 2 ( ET j ) = 2 (E T i ) + 2 ( D l, i - j ) LT i = min{lt j - Dl, i - j } 2 (L T i ) = 2 ( LT j ) + 2 ( D l, i - j ) SL i = LT i - ET i 2 ( SL i ) = 2 ( LT i ) + 2 (E T i ) z i = PT i - ET i ( ET i ),, SL, SL = 0 PT i i, z i Pi : : D l = ( a + 4 m + b)/ 6a ; b ; m 3. 7 3. 7. 1,,,,,,,, 3. 7. 2, 3 69

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,,,, n, n Xi ( i = 1, 2,, n ), n,,, Xi ( i = 1, 2,, n ),, n n, Xi ( i = 1, 2,, n ) xi ( i = 1, 2,, n), n, Xi ( i = 1,2,, n )n, xi ( i = 1, 2,, n ),,,,,,,,,,,,,, : (1 ),,,, (2 ) ( ),, (3 ),,,, (4 ),,,,,,,,,,,,,,, : 103

> 0,, ( ),, ( ),,,,,, (), 0. 10, 0.05, 0. 01 2. (1 ), H0 H1, H0 : = 0, H1 : 0 H0 H1 H0, H0, H1 ;, H0, H0, H1 (2 ) T ( X), T ( X) (3 )( ) (0 < < 1 ) : P( T 1 < T ( X ) < T2 ) = 1 - P( T ( X)T 1 ( T ( X )T2 ) ) = T ( X), T 1 T 2, T ( X )T 1 ( T ( X) T 2 ) (4 ) xi ( i = 1, 2,, n )T ( X) T ( x ) (5 ) : T ( x ) H0, H0, H1 ; T ( x ) H0, H0 3.,, : (1 ) ( ), H0, H1, H0, T ( x) H0, H0 H1,, (2 ) ( ), H1 H0 H0,, T ( x) H0, H0 H1,,,, ( H1 ) 4. 8. 2 1., = {},, X, X, 104

,,,,,,,,,, : (1 ) (2 ) 1,,, (1 ), : : X, i = 1 X : xipi, i = 1 x1, x2,, xn, P: p1, p2,, pn, xi pi X,, E( X) : E( X) = xi pi ( 4.1) i = 1 + : X, f ( x), x f ( x) d x, - X : + E( X ) =x f ( x) d x ( 4.2) - 1) ab, X = ax+ b, E( X) = ae( X ) + b n n 2) X1, X2,, Xn, X = Xi, E( X ) = i = 1 i = 1 E( Xi ) 3) XY,, E ( X Y ) = E ( X ) E ( Y ), X1, n X2,, Xn, E( i = 1 n Xi ) = i = 1 E ( Xi ) 105

) ab, axb, ae( X )b (2 )X X - E( X )X X X X Var( X) D( X) 2 x, Var( X) X, X, : Var( X) = E ( ( X - E ( X ) ) 2 ) ( 4.3) Var( X ) = ( xi - E( X ) ) 2 pi ( 4.4) i = 1 + Var ( X) = ( x - E( X ) ) 2 f( x ) d x ( 4.5) - 1), Var( C) = 0 ( C ) 2) Var( X + C) = Var( X ) ( C ) 3) Var( CX) = C 2 Var( X ) ( C ) 4) XY, Var( XY ) = Var( X) + Var( Y ) n, Xi ( i = 1, 2,, n ), Var ( i = 1 5) Var( X ) = EX 2 - E( X ) 2 n Xi ) =, EX 2 ( EX) 2 (3 ) 1) ( X, Y ) i = 1 Var( Xi ) E( X - EX) ( Y - E Y ) ( 4.6) X Y, Cov( X, Y )DX Y X Y 106 ( X, Y ), Cov( X, Y ) = ( Xi - EX ) ( Y j - E Y ) P( X = xi, Y = yj ) ( 4.7) ( X, Y ), : i j + + Cov( X, Y ) = ( x - EX) ( y - E Y ) f( x, y) d xd y ( 4. 8) - - Cov( X, Y ) = Cov( Y, X) Cov( ax, by ) = abcov( X, Y ), a b Cov( X1 + X2, Y ) = Cov( X1, Y ) + Cov( X2, Y ) 2) ( X, Y ), DX, DY, x, y = Cov( X, Y )/ DXDY ( 4.9)

X Y X Y x, y 1; x, y = 1 X Y 1, a b > 0, P{ Y = a + bx} = 1 x, y = - 1 X Y 1, a b < 0, P{ Y = a + bx} = 1 x, y = 0 X Y 1 D( XY ) = DX + D Y 2Cov( X, Y ) DX = DY = 1, x, y = 0, D( XY ) = 2 (1 x, y ) D( XY ) = DX + D Y X Y, XY, x, y XY (4 ) X k 1) X, k : Xk pi X, k +, x k f ( x ) d x - k = 0, E( X k ) = E( X 0 ) = E(1 ) = 1 ; k = 1, E( X 1 ) = E( X), ; k > 2, 2) X, k : ( x i E( X k ) = Xk pi (4.10) + E( X k ) = x k f ( x) d x (4.11) - E( X - E( X ) ) k = ( xi - E( X ) ) k pi (4.12) i = 1 - E ( X) ) k pi X, k + E( X - E( X ) ) k = ( x - E( X ) ) k f ( x) d x (4.13) - 107

+ ( x - E ( X ) ) k f ( x) d x -, k = 1, E ( X - E( X ) ) k = E ( X - E( X ) ) = 0; k = 2, E ( X - E( X ) ) k = E ( X - E( X ) ) 2 2.,,, t 2 F n, (1 ) X f ( x) = 1 2 exp{ - 1 2 2 x -, - < x < + (4.14) X, XN (, 2 ):, 2, = 0, 2 = 1, f ( x ) = 1 2 exp - x 2 2, XN ( 0, 1) : F( x) = P( X x ) =, - < x < +. (4.15) 1 x 2 2 y - ) - e( 2 2 d y (4.16) 1) f ( x)x =, f( x ) X = 2) X = +, X = - f ( x) 3) XN (, 2 ), Y = ( X - )/, Y N ( 0, 1) ;, XN ( 0, 1 ), Y = + X, YN (, 2 ),,,,, 108 4) XN (0,1 ), ( x ), ( - x ) = 1 - ( x ) 5) X1 N ( 1, 2 1 ), X2 N ( 2, 2 2 ), X1 X2, X = ( X1 + X2 ) N ( 1 + 2, 2 1 + 2 2 ) 6) ab, XN (, 2 ), ( ax + b)n ( a+ b, a 2 2 ) 7) Xi N ( i, 2 i ), X1,, Xn, n Y = aixi i = 1

n Y N ai i 1 n Y - ai i i = 1 n a 2 i 2 i i = 1 n i, i = 1 2 i a 2 i N ( 0, 1) 8) X1,, Xn N (, 2 ), X = 1 n Xi N (, n 2 / n) ; i = 1 X - N (0,1 ) / n N (0, 1 )4-3 4-3 (2 ) 2 X1, X2,, Xn, 2 n 2, 2 2 ( n ) 2 ( n ) : f ( x ) = 2 = X 2 1 + X 2 2 + + X 2 n (4.17) 1 2 n 2 n 2 x n 2-1 e - x 2 ( x > 0 ) 0 ( x 0) : ( x ) = + t x - 1 e - t d t( x > 0 ) 0 2 f ( x) 4-4 (4.18) 4-4 2 109

: 1) X1 2 ( n1 ), X2 2 ( n2 ),, X1 + X2 2 ( n1 + n2 ) 2, k 2, X1 2 ( n1 ), X2 2 ( n2 ),, Xk ( nk ),, X1 + X2 + + Xk 2 ( n1 + n2 + + nk ) 2) X 2 ( n), E( X ) = n, Var( X) = 2 n 3) 2 n n, 2 ; n, 2 n 4) X1, X2,, Xn, N ( 0, 1 ), Q1 + Q2 + + Qk = X 2 i, i = 1 Qi ( i = 1, 2,, k) ni, Q1, Q2,, Q k, ni 2 n1 + n2 + + nk = n, 2, (3 ) t X Y, XN ( 0, 1 ), Y 2 ( n ), T = t, t( n ) t( n ) f n 2 = n + 1 2 n n 2 1 + t2 n f ( t)4-5 - n + 1 2 X n Y/ n, - < t < + (4.19) 4-5 t, t : 1) t, t t = 0 n 2) E( t( n ) ) = 0, D( t( n) ) = n - 2, n > 2 3) n, t( n) N (0, 1 ) 110 4) X1,, Xn N (, 2 ), X S T = X - t( n - 1 ) (4.20) S/ n

S = 1 n - 1 n i = 1 ( Xi - X ) 2 5 ) X1,, Xn Y 1,, Y n N ( 1, 2 ) N ( 2, 2 ), T = : S 2 1 = X - Y - ( 1-2 ) ( n1-1) S 2 1 + ( n2-1) S 2 2 n1 + n2-2 n1 1 n 1-1 i = 1. 1 n1 ( Xi - X ) 2, S 2 2 = t (4 ) F + 1 n2 n2 1 t( n1 + n2-2 ) (4.21) n 2-1 j = 1 XY, X 2 ( n1 ), Y 2 ( n2 ), F = X/ n 1 Y/ n2 ( Y j - Y ) 2 F( n1, n2 ) (4.22), F( n1, n2 )n1 n2 F F( n1, n2 ) : f( x ) = n 1 + n2 2 n 1 2 n 2 2 f ( x)4-6 n1 n2 n 1 2 n 1 x 2-1 1 + n1 n2 x - n 1 + n 2 2, x > 0 0, x 0 (4.23) 4-6 F N ( 2, 2 2 ), : X1,, Xn Y 1,, Y n N ( 1, 2 1 ) : S 2 1 = n1 1 F = n 1-1 i = 1 S2 1/ 2 1 S 2 2/ 2 F( n1-1, n2-1) (4.24) 2 ( Xi - X ) 2, S 2 2 = n2 1 n 2-1 i = 1 ( Y i - Y ) 2 F (5 ),, 111

EXCEL, X N (, 2 ), P ( X x ), NORMSDIST ( x,,, T RUE) XN ( 1, 0 ), P ( Xx ), NORMSDIST ( x) 2, X 2 ( n ), P( X > x), CHIDIST ( x, n ) 2 p n, CHIINV( p, n ) x t, TDIST (,, ( 1 ) ( 2) ) TINV(, ) F, FDIST, F INV 4. 8. 3,,,,,,, 1. (1 ) Xi ( i = 1,2,, n ), 2, XS 2,, 1) 2) H0 : = 0, H1 : 0 H0 : = 0, H1 : > 0 H0 : = 0, H1 : < 0 X XN (, 2 ), 2, U = x - 0 N (0, 1 ) ( H0 ) 0/ n, 1 - / 2 C = ( x - ) / n > 1-2 ( x - ) n > 1-2, H 0 ; ( x - ) u 112 X XN (, 2 ), 2, n < 1 -, H 0 2

: S 2 = 1 n - 1 n i = 1 t T x - 0 S/ n t( n - 1 ) ( H 0 ) ( xi - x ) 2 C = ( x - 0 ) n S (2 ) > t1 - ( n - 1 ) 2 XY, x, y ; 2 x, 2 y ; nx, ny X1, X2,, Xn x ; Y 1, Y 2,, Y n y, : : X = Y = n x 1 Xi nx i = 1 n y 1 Y j ny j = 1 S 2 x = nx 1 n x - 1 i = 1 ( Xi - X ) 2 S 2 y = 1) x, y x, y 2) ny 1 n y - 1 j = 1 ( Yj - Y ) 2 H0 : x = y, H1 : x y H0 : x = y, H1 : x > y H0 : x = y, H1 : x < y XN ( x, 2 x ), Y N ( y, 2 y ), 2 x, 2 y, U = X - Y + N (0,1 ) ( 2 H0 ) y 2 x nx ny,,, 1 - / 2, C = X - Y 2 x nx 2 y + ny > 1-2 113

XN ( x, 2 x ), Y N ( y, 2 y ), 2 x, 2 y, 2 x = 2 y, : S w = T = Sw X - Y 1 + 1 nx ny ( nx - 1 ) S 2 x + ( ny - 1 ) S 2 y nx + ny - 2 t( n x + ny - 2 ) ( H0 ) nx, ny,, U = X - Y S 2 x nx + S2 y ny N (0,1 ) u t 4-1 4-2 4-1 u H0 H1 u 2 = 0 0 > 1 - / 2 0 > 0 > 1-0 < 0 < 1 = 2 1 2 > 1 - / 2 1 2 1 > 2 > 1-1 2 1 < 2 < 4-2 t H 0 H 1 2 t = X - 0 S/ n t( n - 1 ) = 0 0 t > t 1 - ( n - 1) 2 0 > 0 t > t 1 - ( n - 1) 0 < 0 t < t ( n - 1) t 2 1 = 2 2 = 2 ( n 1 n 2 ) t = X - Y S w 1 n 1 + 1 n 2 t( n 1 + n 2-2) 1 = 2 1 2 t > t 1 - ( n 1 + n 2-2 ) 2 1 2 1 > 2 t > t 1 - ( n 1 + n 2-2) 1 2 1 < 2 t < t ( n 1 + n 2-2) 2 1 2 2 ( n 1 = n 2 = n) t = d - 0 S/ n t( n - 1) d = 0 d 0 d 0 d 0 t > t 1 - ( n - 1) 2 d > 0 t > t 1 - ( n - 1) d < 0 t < t ( n - 1) 1, 400 11 000, 1.14%, 0. 2%, 1.1%, 114

= 0.05 )?,,, 1.1% : H0 = 1.1%,, ; H11.1%,, u : = x - 0 1.14% - 1.1% = / n 0.2%/ 400 = 0.05, : 1 - = 2 1-0.05 = 1.96 2 > 1-0.05, H0, H1,, 2, 2 DS3 A DS3 XN ( 1, 95 2 ), B Y N ( 2, 120 2 ), 100 75, 1 180 1 220, = 0.05,?, :, : = x - y 2 1 n1 + = 2 2 n2 H0 1 = 2 H1 1 2 1 180-1 220 95 2 100 + 1202 75 = 0.05, : 1-2 = 0.975 = 1.96 = 4 = - 2.38 > 1 -,, H 0, H1, 2 3, C ( VC ), VC 21 17, VC x = 23, S 2 = 3.98 2 VC? :, : t = H0 : 21 H1 : < 21 X - 0 S/ n = 23-21 3.98/ 17 = 2.07 115

= 0.05, t t( n - 1 ) = t0.05 (16) = 1.745 9 t > t( n - 1 ),, VC 2. (1 ) 1) N (, 2 ) 2 H0 : 2 = 2 0, H1 : 2 2 0, 2 0 N (, 2 ) 2 H0 : 2 = 2 0, H1 : 2 > 2 0, 2 0 H0 : 2 = 2 0, H1 : 2 < 2 0, 2 0 2) X N ( 0, 2 ), 0, 2 1 = 1 n 2 0 i = 1 ( xi - 0 ) 2 2 ( n ) ( H0 ) X N (, 2 ),, 2 2 = ( n - 1) S2 2 0 2 ( n - 1 ) ( H0 ) : S 2 = 1 n - 1 n i = 1 ( Xi - X ) 2 (2 ) 1) XN ( x, 2 x ), Y N ( y, 2 y ),, S 2 x, S 2 y, 2 x/ 2 y H0 : 2 x = 2 y, H1 : 2 x 2 y H0 : 2 x = 2 y, H1 : 2 x > 2 y H0 : 2 x = 2 y, H1 : 2 x < 2 y 2) x, y, S 2 x = nx 1 n x i = 1 ( xi - S 2 x/ S 2 y F( ny, nx ) x ) 2, S 2 y = ny 1 n y F F 2 ( n y, nx ), F1-2 ( n y, nx ), : j = 1 ( yj - y ) 2 2 x 2 y C = S 2 x S 2 y < F 2 ( n y, n x ) S2 x S 2 y > F1-2 ( n y, nx ) 116 x, y, S 2 x = nx 1 n x - 1 i = 1 ( Xi - X ) 2, S 2 y = ny 1 n y - 1 j = 1 ( Y j - Y ) 2

x 2 y S 2 x/ S 2 y F( ny - 1, nx - 1) F F 2 ( n y - 1, nx - 1), F1-2 ( n y - 1, nx - 1 ), : C = S 2 x S 2 y < F 2 ( n y - 1, nx - 1 ) S2 x S 2 y > F1-2 ( n y - 1, nx - 1 ) 2 F 4-3 4-4 4-3 2 H 0 H 1 2 2 = 2 = ( n - 1) S2 2 0 2 ( n - 1 ) n ( xi - 0 ) 2 i = 1 2 0 2 ( n) 2 = 2 0 2 2 0 2 < 2 ( n - 1) 2 > 2 ( n - 1) 2 2 2 2 0 2 > 2 0 2 > 2 1 - ( n - 1) 2 2 0 2 < 2 0 2 < 2 ( n - 1 ) 2 = 2 0 2 2 0 2 < 2 2 2 0 2 > 2 0 2 ( n ) 2 > 2 1 - ( n ) 2 2 0 2 < 2 0 2 < 2 ( n) 2 > 2 1 - ( n) 2 4-4 F F H 0 H 1 xn( 1, 2 1 ) yn ( 2, 2 2 ) 1, 2 F = S2 1 S 2 2 F( n1-1, n2-1 ) 2 1 = 2 2 2 1 2 2 F < F 2 ( n 1-1, n 2-1 ) F > F 1-2 ( n 1-1, n 2-1 ) 2 1 2 2 2 1 > 2 2 F > F 1 - ( n 1-1, n 2-1) 2 1 2 2 2 1 < 2 2 F < F ( n 1-1, n 2-1) 4 X ( : mm ),, 25, S 2 0 = 0.08, ( = 0.05 )? 2,, 2 : : = 0.113, XN (, 2 ), H0 : 2 = 0.08 H1 : 2 > 0.08 2 = ( n - 1) S2 2 0 S 2 = 0.113 117

2 = 24 0.113 0.08 = 33.9 = 0.05, P( 2 > 2 (24) ) = = 0.05, 2 2 0.05 (24) = 36.4 2 = 33.9 < 36.4, H0, 5 7, S1 = 3.9kg/ cm 2 ; 8, S2 = 4.7kg/ cm 2, = 0.05,?, F : : H0 : 2 1 = 2 2 H1 : 2 1 2 2 F = S2 1 S 2 2 F( n1-1, n2-1) : S 2 1 = 3.9 2, S 2 2 = 4.7 2 F = 3.92 4.7 2 = 0.689 = 0.05, F F 2 ( n 1-1, n2-1 ) = F0.025 (6,7 ) = 0.1953 F1 - ( n1-1, n2-1) = F0.975 (6, 7 ) = 5.12 2 F 2 ( n 1-1, n2-1 ) < F < F1-2 ( n 1-1, n2-1 ),, H0, 6 A B, A 25, 48, B 17, 20,,, 118 H0 : 2 1 = 2 2 H1 : 2 1 2 2, :

F S 2 1 S 2 2, F = S2 1 S 2 2 = 48 20 = 2.4 = 0.1, F F 2 ( n 1-1, n2-1 ) = F0.05 ( 24, 16) = F1 - ( n1-1, n2-1) = F0.95 (24, 16 ) = 2. 24 2 1 2.09 = 0.4785 F > F1-2 ( n 1-1, n2-1 ),, H0, H1,, B 4. 9 4. 9. 1,,,, 20, 20 50,,,,,,,,, 1. (20 2040 ),, 20 20 40,,,,,,, 2. (20 4050 ),, 19411942,, Z1. 1 Z1.2 Z1. 3, 119

,,,,,,,, 3. (20 60 ) 20 50,,,,,,,,,,,,,,, 1961,,,,,, 20 60,,,,,,, :,,, (, ),,,,,,,,, ISO ISO9000 4.,,,, 120

,,,, 1947 :, ; ;,,,,, : (1 ), (2 ),,,, (3 ),,,,,,,,,,,,, :,,,,,,,,,,, (1 ) :, :,,, :,,, : 1),,,,, 2), 3),, 121

,,,,,,, ; ; ; ;, : 1) :,, ( 0-1 ),,,,,, 2), ( ),,,,,,, :,,,,,, 3),,,, :,, ;,,,,,, (2 ) 20 50, ( CPM) ( PERT ) 122

, 20%, 10% 20 60,,,,,, 1991, (3 ), (4 ) (5 ), (6 ),,,,, 4. 9. 2 ISO 9000 ISO International Organization for Standardization, ISO 1947,, ISO ( P) 1979, ( BSI ) ( ISO), ISO, ISO BSI, ( TC176 ) ISO ( ISO/ TC197 ) 1987, ISO9000,,,, 123

ISO 9000 ISO 9000, 20 50,,,,,,,,, PDCA, ( PLAN ) ( DO ) ( CHECK) ( ACT ION), PDCA, 1987 ISO 9000,,, TC176 1990 90 ( 2000 ), ISO 9000 :, ISO 9001/ 2/ 3/ 4, 1994 1994 ISO 9000-1,, PDCA ( ISO 9000 ), ISO 9000, 2000 ISO 9000,, : 2000 12 1, 2000 ISO 9000 ISO 9000, 80,, ISO 9000 ISO 9000,,,,,,,, ISO 9000,,,,,,,, ISO 9000 ISO 9000,,, ISO 9000,,, 124

,,, ISO 9000, ISO 9000,, ISO 9000, ISO 9000,,, 1993 ISO 9000, 10 000,, ISO 9000, ISO 9000,,,,,,, ISO 9000 1994 2000, ISO 9000 : ISO9000, 2000 6 1, ISO 9000: 1994 GB/ T10300, GB/ T 19000, ISO 9000: 2000 GB/ T 190002000, ISO 9001: 2000 GB/ T 190012000, ISO 9004 : 2000 GB/ T 190042000 4. 9. 3 1994 ISO 9000 1. (1 ) ISO 9000 :1994 : (9000) ISO 9001 :1994, ISO 9002 : 1994 ISO 9003: 1994, : 1) ; 2) ; 3) ; 4) ; 5), : ISO 9001: 1994, ISO 9002: 1994, ISO 9003: 1994, ISO 9000-2: 1994 ISO 9004-1: 1994 (: : 1: ; 2: ; 3: ; 4: ; 4 4.14. 20, ) (2 ) ISO 9001 :1994 125

,, (3 ) ISO 9002 :1994,, ( ) (4 ) ISO 9003 :1994, ( ) ISO 9003 4 : ; ; ; ISO 9001, ISO 9003 : ; ; ; ; ; ; ; (5 ) ISO 90041: 1994 1994,, (6 ) ISO 8402 :1994 ISO 9001 ISO 9002 ISO 9003 ISO 9004-1, 2., 17 :, ( :,, ),,,,,,,,,,,,,,, 3. (QS ) (1 ) QS 126 (2 )QS 4. (QS ) (1 ): (2 ) :

ISO 9000 2000 ISO 9000 1. ISO 9000: 2000 (1 )2000 ISO 9000, 2000, ISO 9000 :, (2 ) 2000 ISO 9000 ISO/ DIS 9001 1.1,, ;, ISO/ DIS 9000,,,,,,,,,,,,,,, 2000 ISO 9000, (3 )2000 ISO 9001 1994 1994 ISO 9001 20, ISO/ DIS 9001/ 4 20,, PDCA,,,,, (4 ),,,, ;,,,,,,,,,,,,,,,, ISO 9001 ISO 9004, ISO 9004, (5 )2000 ISO 9000 2000 ISO 9000 ( ISO 9000 ISO 9001 ISO 9004 ISO 19011 ), ( ISO 10012 ), ( ISO 10006 ISO 10007 ISO 10013 ISO 10014 ISO 10015 ISO/ TR 10017 ),, ISO 9001 1994 ISO 9001/ 2/ 3, 127

ISO,, 2000 ISO 9000 ;,,,,, ;,, 2. (1 ) ISO 9000 : ( ),,,, : 1),, 2) 3), 4), 5), 6) 7) 8), GB/ T 19000 (2 ), 4-7 4-7, :,,, 1) 128

,, :,,,, 2) : 3),, : 129

,,, :,, :, ;,, 130,,,

, :,,,, :,, :, :,,,,,,,,, :, 131

:,,,,,, 4) :,,, ;,,,,,,, : : 132

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, ;,,,,, :,,,,,,, :,,, :, 134

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,,, :,,,,,,,,, 6),,, : ;,,,,,, : 7),,,, 136

,,,,, : ;,,,,, :,,,,, :,,, : ; 137

3. ISO 9001 :,, :, :, ISO 9000,, (1 ),,,,,,,,,, ISO 9000,,,, 138

,,,,, ISO 9000, :,,,,, (2 ) ISO 9000,, ISO 9000,,, : 1),, ISO 9000,,, ISO 9000,,,,,,,, 2),,, : A,, B,, A C,,,,,,,,, (3 ), 139

,,,,,,,, ;, ;,,,, (4 ) ISO 9000,,,, ISO 9000,,,,,, ;,, ;,,,, ISO 9000,, ISO 9000,, ISO 9000 4. 10 4. 10.1,,,, 20 80,,,, 3S 4D,,,, 140

,, 60% 70%,,,,,, ; ;, ( ),,,,,,, ( ), ( ),,,, : (1 )(), (2 ),, (3 ),, (4 ),,,,,, ISO 9000,, 4. 10.2 ( [1997] 28 ) :,, :, (1991 5 ), : (1 ) ( ) (2 )( ) 141

( ) (4 ) ( ),,, CH100295(), : (1 ) (2),, (3 ) (4 ) (5 ),, ;, (6 ),,,,,,,,,,,,,,, : (1 ),, (2),,,,,, (3 ),,,, 4. 10.3 4-5 142

4-5 / 1 1974.6 / : 1. CH100295/ 2 GB1289791/ 3 GB1289791/ 4 1958 / 2. CH100295/ 5 ZBA7600187/ 6 ZBA7600287/ : 7 GB1252690/ ( 1991 ) 107 8 GPS CH200192/ ( GPS) / ( 58 ) 1109 / 9 10 ( ) 11 1500 12000 GB696286/ 150012000 12 15001100000 13 14 1500 12000 GB/ T156611995/ 15000 1100000 GB793187/ 150012000 ; GB79291995/ 150012000 1500 12000 GB793087/ 150012000 ; GB79291995/ 150012000 15 15000110000 GB1397791/ 15000110000 : GB579193/ 15000110000 1. CH100295 16 15000110000 GB1397791/ 15000110000 2. CH100395 : GB579193/ 15000110000 ( 1991 ) 107 / 1250001 GB1234190/ 125000 1100000 17 100000 GB1234190/ 1250001100000 ( ) 1250001 GB1234190/ 125000 1100000 18 100000 GB1234190/ 1250001100000 19 1500 12000 GB/ T59761995/ 150012000 GB79291995 20 GB159681995/ 21 CJJ899/ GB5002693/ 143

23 CJJ899 GB5002693 24 22 25 26 27 28 29 30 33 34 35 31 32 12500150000 CJJ899/ GB5002693/ CJJ899 GB5002693 CJJ899 GB5002693 CJJ899 GB5002693 CJJ899 GB5002693 CH500294/ CH500394/ CH500294 CH500394 CH500294 CH500394 CH500294 CH500394 : 1. CH100295 2. CH100395 : ( ) 1. CH100295 2. CH100395 : ( ) GB1234290/ 125000150000 1100000 GB1234490/ 1100000 : 1. CH100295 1250000 2. CH100395 GB159441995/ 1250000 a : 11000000 GB1451293/ 11000000 36 GB1451193/ GB1405193/ ( 1991 ) 107 / ( ) 37 GB1451093/ GB1450193 4-6 144

4-6 1. () ZW02-02 CWO5 4. 5 2. ZW05-02 3. ZW05-03 ZW06-06 4. 6 1. 2. 3. ( ) ZW06-01 1., 4.10 ZW10-01 2., ZW01-03 3. ZW10-01 4.12 4., ZW10-02 1., ZW13 4.13 2., ZW14 4.14 3. 4., 5. 1. ( ),,,,,,,,, 2., ( ),,, ( ), 145

,,, ( ),, 146

5. 1 5. 1. 1 :, ;, ;,,,,,,,,,, ;,,,,, 5. 1. 2, ( ), ( ),,,,,, :,,,,,,,,,,, ;,,, 147

,,,,,,,,,,,, : (1 ) (2 ) (3 ) (4 ) (5 ) (2 )( 5), : (1 ) (2 ) (3 ) (4 ) (5 ) (6 ), : (1 ) (2 ) (3 ),,,, 2 5. 1. 3, : (1 ),,,,,, (2 ),,,,,,,,,, 148

,,, (4 ),,,, 5. 2 5. 2. 1 : (1 ),,, (2 ) :,, (3 ), (4 ) (5 ) (6 ), (7 ) (8 ), (9 ), (10), (11), (12) (13) 5. 2. 2, : (1 ),,, (2 ) 149

(4 ) (5 ) (6 ) (7 ) (8 ) (9 ) (10) (11) :, ; ;,,,,,,,,, : ( ),,,,,,,, 5. 2. 3 12000 1 1. 1 : 12000 1. 2 : 1. 3 : 1. 4 1. 4. 1 :,,,, ( ), ( 150

( ),, km 2 km 2,,,,, km, 5003000m, :,, 50%,, m, 3m, :,,,, 16. 118. 2, 11001200mm 9 12 1. 4. 2 1250000 150000 110000 1. 4. 3, :,,,,,, B=, B=, L=, L= ; km 2, 1. 4. 4 : (1 )1: 8000, ( ) 12000 : ( DOM) (DEM) (DLG) (2 )25m (3 ),,,, 2 2. 1 2. 1. 1, 2. 1. 2 2. 1. 3 ( 1% ),, 2. 1. 4 2. 2 2. 3 2. 3. 1 151

,, 2. 4 2. 5,, 2. 6 1 1. 1, 2002 12 1 1. 2, 1999 10 1 1. 3, 2000 1 1 1. 4 GB/ T69621500 11000 12000 1. 5 GB/ T 192942003 2, ( 1. 4. 4 ), 2. 1 2. 1. 1 18000, 150000 125000,, 2. 1. 2,,,,,,,, 2. 1. 3,,,, GPS 2. 1. 4 :,, ;, 20, 3 ;, 30, 2 ;, 45, 1 ;, 30, 2 2. 1. 5 45006800K 2. 1. 6 :,,,, GPS 152 2. 2 2. 2. 1, :23cm23cm 152mm,

0.015mm 2. 2. 2 2 20000 : ( 0. 01mm ) ( 0.01mm ) ( 0. 003mm) (0.01mm)(0.01mm ) 2. 2. 3 2444,,, 2. 2. 4, 3, GB/ T6962 3. 1 3. 1. 1 60% 65%, 75%, 56% 3. 1. 2 30% 35%, 13% 3. 2 2, 3 3. 3 6, 8 ( 3 ) 3. 4 3%, 30m, 50m 5% 3. 5 50 %,,, ;, 30% 3. 6,, 4,,,,,,, 4. 1 4. 1. 1 ( D0 )0. 2 4. 1. 2 ( Dmin )D0 + 0.2 4. 1. 3 ( Dm ax ) 1. 2-1.6;, 2.0 ;, 1.0 4. 1. 4 (D)0.61. 4, 1.0 153

4. 1. 6 4. 2,, 0. 02mm 4. 3 4. 4 5,, GB/ T6962 5. 1 5. 1. 1 5. 1. 2 5. 1. 3 5. 1. 4 5. 1. 5 5. 1. 6 5. 1. 7 5. 1. 8 5. 1. 9 5. 1. 10 5. 1. 11 5. 1. 12, 5. 2 5. 2. 1 25cm30cm,,, 5. 2. 2, 4mm6mm,,,,,,,, 5. 3 GB/ T 6962 6 6. 1 154

,, : 6. 1. 1 ( ) 6. 1. 2 ( ) 6. 1. 3 6. 1. 4 6. 1. 5 6. 1. 6 6. 1. 7 6. 2, : 6. 2. 1 6. 2. 2, 6. 2. 3 6. 2. 4 6. 2. 5 : : ( ) 6. 2. 6 :,,,, 6. 2. 7,,, 7 8,,, 155

1. 1, 1. 2 1. 3 1. 3. 1 12000, : ( ) ( ) ( ) 1. 3. 2 1. 3. 3 ( ) 1. 3. 4 (1 ) (2 ) (3 ) (4 ) (5 ) (6 ) 1) 2) () 3) ( ) ( ) 4) () 5) () 6) ( ) 1. 4 (, ),, 2, : 156

2. 2 2. 3 2. 4 2. 5,, ; ( ) 1 1. 1 1. 2, 1. 3, ;,,, 1. 4, 2 2. 1,, 2. 2 : 2. 3 : (1 ) (2 )( ) (3 ) ( ), (4 )2 (5 ) (6 ) (7 ) (8 ),,,, 157

15, 2. 4 2. 4. 1,,, : (1 )( : ) (2 )( : ) (3 ) ( : ) (4 ) ( :,, ) (5 )( : ) (6 ) (7 ) 2. 4. 2 :,,,, 2. 4. 3 : (1 ), (2 ), :, (3 ) (4 ) (5 ) 2. 4. 4 2. 5 2. 5. 1,,, 2. 5. 2 2. 5. 3,, 2. 6 2. 6. 1 : 2. 6. 2,,,,, 158

,, 3 3. 1 : 3. 1. 1 3. 1. 2,, 3. 2,, 5,, 4 4. 1 4. 2 : 4. 2. 1, (),, 4. 2. 2, 4. 2. 3, 4. 2. 4 4. 2. 5 4. 2. 6 1 A4, 10,, 2 5. 2. 4 : (1 ) (2 ), (3 ), (4 ),,,,,, 159

1.,,,,,,,,,,,,, 2. (1 ),,, (2 ): 1) 2), 3), : 1) ; 2) ; 3), ; 4) (3 ) (4 ),, : 1) 2) 3) 4), 160

,, (5 ),, : 1),,,,, 2),, :,,, 3) 30 30, 3.,, : (1 ) (2 ) (3 ) (4 ) (5 ) (6 ) (7 ) (8 ) (9 ) (10), 161

(1 ) (2 ),, 4.,,, 30,, 5, 5. 2. 6 ( ) 1. (1 ),,,,,,,,,,,,,,,,, (2 ) : 1),,, 2),,, 3),,,,, 162

(3 ) 1), 2) 3) :, 4),,, 5),, 6), 2. (1 ),, : 1),,,, 2),, 3),, 4),,, 5),, 163

, (2 ), 1),, 2),,,,,,,, 3), 4),,,,,,,, 3.,,,,,, :,,, ;,,, : m Ai ( 1im) ; n fj ( 1jn) ; 164

m n m n X = ( xij ), ( xij )i Ai j fj ; X mn R = ( Rij ) (1 ) 1), 1im, x j = max xij > 0 ( 1jn ) : Rij = xij/ x j ( 5. 1), 1im, x j = max xij (1jn) : Rij = x j / xij ( 5. 2) : 0Rij 1 (1im,1jn ) ; ; 2), 1im, f j = max( xij ), f j = min( xij ) Rij = ( xij - f i )/ ( f i - f i ) ( 1im, 1jn ) ( 5. 3), 1im f j = min( xij ), f j = max ( xij ) Rij = ( f i - xij )/ ( f i - f i ) (1im, 1jn) ( 5. 4) : 0Rij 1 (1im,1jn ) ; fj, R ij = 1, R ij = 0 (2 ),,,,,,, 10. 0, 0: 1) 0 1. 0 3. 0 5. 0 7. 0 9. 0 10.0 2) 4. 0 1. 0 3. 0 5. 0 7. 0 9. 0 10.0,, ;,, 0 1, 1 5.,, (1 ) mn R = ( Rij ), R ij : E = ( E1, E2,, En ) T = ( 1, 1,, 1 ) T ; 165

B ( B1, B2,, Bn ) T = ( 0, 0,, 0) T,, W = ( W1, W 2,, W n ) T, W j = 1u + i i, i u - i = 1 - u + i : i i S + i = u + i (( W j ( Ej - Rij ) ) 2 ) 1/ 2 = u + i (( W j ( 1 - Rij ) ) 2 ) 1/ 2 ( 5. 5) S ī = u ī ( ( W j ( Rij - Bj ) ) 2 ) 1/ 2 i u + i = (1 - u + i ) ( ( W jrij ) 2 ) 1/ 2 ( 5. 6), : i, min{ Z( ui ) } = ( S + i ) 2 + ( S ī ) 2, 0, = u + i ( W j ( 1 - R ij ) ) 2 + (1 - u + i )( W j Rij ) 2 u + i = (1 + d 2 ) - 1 ( 5. 7) : d 2 = ( d + i / d - i ) 2 ( 5. 8) (2 ) (5.7 ): d + i = (( W j (1 - Rij ) ) 2 ) 1/ 2 ( 5. 9) d ī = ( ( W j Rij ) 2 ) 1/ 2 (5.10) i, d + i < d ī, i u + i > 0.5, u ī < 0.5 i, d + i = d ī, u + i = u - i = 0. 5 i, d + i > d ī, u + i < 0.5, u - i > 0. 5 i 0, i,, u + i = 1, u ī = 0 i 0, i,, u + i = 0, u ī = 1,, ( 5. 7), u + i u + i 6., 1, A1 A2 A3, 6, : 166 f 1 : ( / )min

f : ( kw) max f 3 : () max f 4 : (, 5 )max f 5 : ( / )min f 6 : (15,5 4 3 2 1,,,, )max X : f 1 f 2 f 3 f 4 f 5 f 6 A1 30 88 5. 0 12 2 3 A2 34 104 5. 5 14 3 4 A3 36 96 6. 0 18 2.5 5 W = (0.4,0.1,0.2,0.1,0.15, 0. 05 ) T (5.3 ) (5.4 )R : R = 1 0 0 0 1 0 0. 333 1 0. 5 0.333 0 0.5 0 0.5 1 1 0. 5 1 (5.10) ( 5. 9) ( 5. 8), ( 5. 7),, u + 1 = 0.745 u + 2 = 0.266 u + 3 = 0.265 A1 2,, A1 A2 A3, 6, : f 1 : ( ) min f 2 : ( 15, 5 4 3 2 1,,,, )max max max f 3 : () min f 4 : (15, 5 4 3 2 1,,,, ) f 5 : (15, 5 4 3 2 1,,,, ) f 6 : ( ) max X : f 1 f 2 f 3 f4 f 5 f 6 A1 130 4 3. 0 4 4 10 A2 120 5 2. 5 3 5 5 A3 100 3 2. 5 3 4 2 W = (0.25, 0. 25, 0.2, 0.1, 0.1, 0.1 ) T (5.3 ) (5.4 )R : 167

R (5.10) ( 5. 9) ( 5. 8), 0 0. 5 0 1 0 1 0.333 1 1 0 1 0. 375 1 0 1 0 0 0 ( d + 1 ) 2 = 0. 120625 ( d + 2 ) 2 = 0. 039211812 ( d + 3 ) 2 = 0.120625 ( d - 1 ) 2 = 0. 035625 ( d - 2 ) 2 = 0. 29 ( d - 3 ) 2 = 0.1025 (5.7 ), : u + 1 = 0.228 u + 2 = 0.956 u + 3 = 0.526 A2 3 1, A : A = 7 9 3 3 7 5 5 9 5 5 5 7 4 7 6 9 6 9 W = (0.4, 0.1, 0.2, 0.1, 0.15, 0. 05 ) T, A W = [5.9 5. 5 5.75] T A1 2, A : A = 3 7 6 7 7 9 5 9 7 5 9 5 9 5 7 5 7 3 W = (0.25, 0. 25, 0.2, 0.1, 0.1, 0.1 ) T, A2 A W = [6.0 6. 8 6.4 ] T,, 3 7. 12000 1. (2001. 08.02),,,, 2. : (1 ) (2 ) 168

, (4 ) (5 ) (6 ) (7 ) 3.,, : (1 ) (2 ) (3 ) (4 ) 1. 2., 3.,,,, 4., ( 5-1) : 1., 2. ( ), 3. 4. 5. 6., ( ), 7. 2 8.,,,,,,, 169

,,,, : (1 ) (2 ) (3 ), (4 ), 5-1 : : 1 2 () 3, 4 2 5 6 7 8 : ( ) : 1. ( 0. 50 ) (1 )( 0.24),,, 3, : 1) ( 0.10), 2) ( 0. 07 ), 170

( 0.07 ), (2 ) ( 0. 24 ) 5, : 1) ( 0.03) 2) () ( 0. 10 ) ; RC-30(LMK-2000 RMK + TOP ) > RC-20 ( LMK LMK-1000 RMK + CC24 ) > RC- 10 (MRB RMK) 3) ( 0.04)( Ultra Scan-5000 ) 4) ( 0.04),, : 5) () ( 0.03) (3 )( 0. 02 ) 2, 1) ( 0.01) 2) ;, ( 0.01) 2. (, 0.35) (1 ),,,,, ;,, (2 ), (3 ) : : 5 (5 ) : = 65 + : Di = Bi - Bm : Bi ; Bm := [ ( 2 Di )/ ( n - 1 ) ] 1/ 2 : n Di 0 0Di = 0 < Di 2 = - 10 2< Di 3 = - 20 171

Di = - 35 Di < 0, +, + 10, + 20, + 35 : = 65 + 35 : = ( Bm ax - Bi )/ ( Bm ax - Bmin ) : Bm a xbmin, 3. ( 0. 15 ) = 65 +, : = 10M 1 + 5M2 + 2.5M3 : M 1 ( )/ 4000 (), 2; M 2 ( )/ 4000 (), 2; M 3, 2 1.,, 2.,,,,, 3. ( ) 4., 1.,,, 5-2 5-3 5-4 2. A + A A - B + B B - C + C C - D + D D - E + E E - 15, A + 100, A 95, B 80, C 65, D 50, E 35, E - 30 5 172

, 4., 2 1., ( 5-4 ), 2, 2.,, : (1 ) (2 ) (3 ) (4 ) (5 ) (6 ) (7 ) (8 ) (9 ) (10),, 1. 2., 1. 2., : (1 ) 173

,, 3., 4., 5-2 5-2 : : ( ) ( 1) 0.24 0.10 0.07 0.07 1 ( 2) 0.24 ( 3) 0.02 0.03 0.10 0.04 0.04 0.03 0.01 0.01 5-3 5-3 : : ( ) 2 0.35 0.35 5-4 5-4 : : ( ) 3 0.15 0.15 174

5-5 B1 B2 B3 B4 B5 B6 : 5. 3 : 5. 3. 1,, : 175

(2 ), (3 ),, (4 ) 5. 3. 2 : 1. 2. 3. 5. 3. 3 :,,,, 1. ; ; ; ;, 2.,,,,, 3.,, ;, ;,,,,, : (1 ), (2 ),, ;, (3 ), F IDIC 176

,,,, 5. 3. 5,,,, : (1 ), (2 ) (3 ) (4 ) (5 ) (6 ) (7 ) :,,,,, ;,, 5. 3. 6 : (1 ) (2 ) (3 ) (4 ) (5 ) (6 ), 5. 4, 177

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8. 1 8. 1. 1 1.,, 130km, 128km, :, 69.4 km 2, 92. 3% 126. 5 m 3, 51 m 3, 20 m 3, 60, ;, 75. 5 m 3 78 t, 20 ; 20 m 3, ; 180 kw, 51 kwh, 154m, 1667m, 15m, 864m, 5185 m 3 1.2m, 80m, 10 ; 3 3 ( ) 3 ;, 356m, 210m, 25m, 6 1 1 1 3 61.44m26. 2m251.5m,,,,,,, 346.75 ; 254. 48, 27. 23, 227.96 234

11. 09, 8. 9, 1.1, 1. 09 1991 9, 1994 9, 1997 10 28, 1999, 2001 12 31, 11 2.,, ; ; ; VOITH, ; FF T,, ;,, ;, 27,,,,,,,,,,,,,,,, ;,, ;, ;,,,,,,,, 3. :,,, 126.5 m 3, 51 m 3, 20 m 3, 60, ;, 75.5 m 3, 78 t, 20, ; 20 235

m, ; 180 kw, 51 kwh 4.,,,,,,,,,, : (1 ) (2 ) (3 ) GIN (4 ) (5 ) (6 ) (7 ) (8 ) (9 ) (10) (11), : (1 ) (2 ) (3 ) GPS (4 ) F UKO (5 ) (6 )70MPa 8. 1. 2, FIDIC,,,,, 1 2 3,,,,, : (1 ),, K R, 236 (2 )

, (4 ),, : ;,, 8. 1. 3 1.,, 3,3, 3, 1 6, 6,,,,,,,,,, : 2., : (1 ),,,,,,,,, (2 ),,,,,,,,,, (3 ),,, 237

3, 1 100m, 12cm,,,,,,,,,, 3.,,,,,,,,,,,, AMT3000 AMT4000,,,,,, 1100,,,,, 4.,,,,,,,,,,,,,,,,,,,,,,,, 238

,, AMT4000,,,, 5.,,,,,,,,, 40m, 28m, 23.4m,, 6.3m40m14m,,,,,,,,,,, 23m, AMT3000 AMT4000,,, 1200,,, ( 50 ),,,,,,,,,,,,,,, 6.,,, ;,, ;,,,,,,,,,,,,, 239

,, (1 ),, (2 ),, (3 ),, (4 ),, (5 ),, 8. 1. 4 1. (1 ) : 1 2 34,,, 4. 0km, ( 15 ) (24 ),,,,, 24, 7,,,, (2 ) 33, ( 6 ),, 14, 12, 11km,, 4km 40km, 4, (3 ) 1993, 1993 11, 1996 12 1997 1 T3000 ( 0.5 ) ME5000 Ni002A, : 0.4, 0. 7mm, 1/ 705, 0. 38mm,, 240

1),,, 112m, 270. 7m, 1 # 2 # 3 # ( ),, 250m 13 ( ) 255.4m 14, 190m, 26,,, 2),,, 8, (5 ), 9,, EL150 1 # 5 #, 120. 7m 121.4m (19 ), 121. 4m 1 2 3 4 5 6, (6 ),,, 2. (1 ),,,,, 1996 3 13 12 14, 18,,,,, EL185 720m,, 13,, EL230 EL260 (2 ), 120m,, EL205 230 250 265 50 110 EL250, 306m, 14, 241

2 1997 9 25, 20,, 9. 4mm,,, (3 ),,,,, EL150 1 # 5 #, EL133 1 3 5 NET2B EL150 1997 1 12 10 5 35, 14.3mmEL133 1997 7 13 10 5 12, 6.3mm, 8. 1. 5 1. F IDIC,, ( F IDIC ) F IDIC 56.1 :, 60,, : : (1 ) (2 ) (1 ),, (2 ),, 2.,, FIDIC 55.1,,,, (, ),,, 242

,,, FIDIC 56. 1 :,,,, : (1 ),, (2 ),,,,,,,,,,,,,,,,,,,,, 3.,,,, :,,, : (1 ),,,, 243

(2 ),,,,, (3 ), (4 ),,,, (5 ), (6 ),,,, 21,,, 27,,,,, 4.,,, ( ),,,,,,,,,,,, 8. 1. 6,, 244

,,,,,, 2.,,,,, 3. (1 ),, 1),,,,,,, 1200,, 100cm50cm 111 50cm50cm 169 2),,,, 3),,,, 1200 1100,,,,, 245

,, Vab = 1/ 2( Sa + Sb) Lab( Sa Sb, L ab a b, Vaba b ),,,, 1520m, 5 10m,,,,,,, (3 ),, (4 ),,, ; AMT ;, (5 ),,,,,,,,, 4. (1 ),,, (2 ),,,, (3 ),,,,,, 246 8. 1. 7 1. ( ),