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not sufficiently pronounced, 358,365 SHAKE method, 390 Shear flow, 49.99 between parallel plates, 49 cessation of steady flow, 99 form of pressure tensor, 109 oscillatory flow, 100 entropy production, 102 small-amplitude, 101 predictions for dilute polymer solutions, 128 predictions of pompon model, 133 predictions of structured moment method, 3 15 predictions of thirteen-moment method, 303 relaxation modulus, 99 shear step, 100 start-up of steady, 99 stress control, 101, 103 stress growth, 99 time dependent, 99, 101 viscometric functions, 109 with temperature gradient, 83 Shear rate, 49.99 Shear stress, 60.99 Shear thinning, 108 Shift factor, 106 Shock layer, 289,303 Short-range interactions importance for defining stress tensor, 45 Simple fluids, 6.97 Simulation philosophy, 322 ab initio simulations, 322 brute-force simulations, 321 consistency checks, 393 distinction of steps, 321,325 field-theoretic simulations, 329 particle-based simulations, 329 relevance of functional fomis, 324 role of parameters, 386,393 thermodynamically guided simulations, 32 1, 393 time-scale problem, 325-326 Single-generator formalism, 19,53, 67 limitations, 18 Single-particle distribution function, 268, 277 associated Lagrange multiplier, 278 atomistic definition, 277 from two-panicle distribution function, 315 moments as variables, 298 natural action of space transformations, 279 Singular perturbation, 289 Sink terms, 42 Slip-link model, see Reptation model Slip parameter, 67, 119, 124 Sniall state spaces, 6, 108, 148 Small systems, 3 Smoluchowski equation, 464

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(7.3)

Table 4.1 (Continued)

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But intuition rejects this derivation as invalid: believing that the father of Zeus is Cronos is not the same as believing that the father of Jupiter is Cronos. So what is the problem Why does first-order logic fail here The problem is that the intentional notions - such as belief and desire - are referentially opaque, in that they set up opaque contexts, in which the standard substitution rules of first-order logic do not apply. In classical (propositional or first-order) logic, the denotation, or semantic value, of an expression is dependent solely on the denotations of its sub-expressions. For example, the denotation of the propositional logic formula p A q is a function of the truth-values of p and q. The operators of classical logic are thus said to be truth functional. In contrast, intentional notions such as belief are not truth functional. It is surely not the case that the truth value of the sentence: Janine believes p is dependent solely on the truth-value of p l . So substituting equivalents into opaque contexts is not going to preserve meaning. This is what is meant by referential opacity. The existence of referentially opaque contexts has been known

Concerns A primary concern for use of this approach in mental model integration is that RCIDs assume the novice mental model is a simpli ed expert model in its structure and content There may be circumstances where mental model structure is different across groups, especially as it concerns causality, which this method does not always detect For example, meteorologists may know that low atmospheric pressure and high humidity together causes rain, while laypersons may believe that changes in atmospheric pressure cause changes in humidity which in turn cause rain This difference in causal attribution between laypersons and experts would not always be detected by the RCID method; there may also be places where the structure of expert subgroup models differs considerably from the mean expert model Another problem related to causality with RCIDs is that procedures for determining concept connections and causality concepts are poorly de ned in the literature.

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