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PII: S1359-835X(01)00118-X
www-mech.eng.cam.ac.uk/profiles/fleck/papers/141.pdf7 Jul 2004: 3 ; & & &% & &. & %& &. & (& && & &. & & ( &%. & &% (& (. & & && A. ( % (( %& &. & (& & & & &(. - (& &. & ( & & & ; & &. & ( " & &% & &. & &. & % - 2 &% &. & & & & &. & (& & ) ( 3 & & % &. % & &. & & & & &. "B & & &. & /. - & / & == C D =:=>=:. "=:4' -
PII: S0079-6425(00)00011-6
www-mech.eng.cam.ac.uk/profiles/fleck/papers/134.pdf7 Jul 2004: 9$ ' (. " & " ) " " " " # "! " 75 " 2 K1-5L3. 08+ #$ % % "$ & ' " ( ( ) ,,- )./,). 9$ % "( (? ( "( 5 -. % %B" " " " B " % %. = " % " % )%! %! ' )% # # O -! )% " %. 98$ " ( "( 5 -. E " B" "%(! 2Q , $3 " '$ % "! ( O ( B/ $ " ( ". 9)$ (". "" " )! " " -
PII: S0020-7683(01)00103-2
www-mech.eng.cam.ac.uk/profiles/fleck/papers/138.pdf7 Jul 2004: 5 ( " 0 6( $%%%7 ( " " 8 " ( ) " $ #9 "( " ( 6( $%%%7& - :: ;; 6 #<<<& $%%%7 = ( ( =. = >? 6$%%#7 @$A9'@%9. " B B. ). CDD#$$$@9%& ,. CDD#$$$@@$! " ... E 6 7. %%$%A@?B%#BF $%%# 1" 2 "4==. %%$%A@?6%#7%%#%$. :: ;; #% %#&! ( 6$%%#7 " ( )( ( ( " ( ( ( ( , ( ( -
03pa0343
www-mech.eng.cam.ac.uk/profiles/fleck/papers/180.pdf6 Oct 2004: compressed column. mode-I planar crack. expanded cylindricalcavity. (a) (b). (c). Figure 1. ... a). (b). = 2α. = 2α. Figure 5. Prediction of (a) pF min/µ versus JIIC/µR and (b) b/R versusJIIC/µR for the penetration of a soft solid by a -
doi:10.1016/S0020-7683(03)00348-2
www-mech.eng.cam.ac.uk/profiles/fleck/papers/154.pdf7 Jul 2004: eTab 1. 2ðuBa:b þ uBb;aÞ HjBab þ. 1. 2wB;aw. B;b and e. ... Bab. 1. 2ðuBa:b þ uBb;aÞ þ. 1. 2wB;aw. B;b ð14Þ. with jBab wB;ab.In summary, a plate having actuated Kagome planar trusses for each face can -
PII: S1359-6454(99)00125-1
www-mech.eng.cam.ac.uk/profiles/fleck/papers/109.pdf7 Jul 2004: The states of cracking (A)(C) are dened in (b). (b) Schematicof crack growth in the specimen of (a), showing the various states of cracking ahead of and in the. ... b) Comparison ofpredicted fracture toughness from equation (1) withmeasured values, for -
PII: S0020-7683(96)00053-4
www-mech.eng.cam.ac.uk/profiles/fleck/papers/74.pdf7 Jul 2004: Interfacial cracking 1653. Tables 1-5. Tabulated solutions of the non-dimensional constants a, b( = b, ib,), c, d( = d, i&) and e as functions of material elastic mismatch parameters a ... where A( = A, iA), B( = B, iB,), C( = C, iC,) and D( = D, i&) are
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