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The way in which the nominal parameters for the detailed design of the cryopumps are derived from the overall system specification is described.
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Nominal parameters of four-area test system are as follows.
Bitrate peaks at M=8 for the nominal parameter values for the in-house hardware consisting of Tms=10 ns and Δ=1 ns.
In order to study the identifiability of the system in equation (1) for given x0, u(t) and for nominal parameters we first solve equation (1) by numerical integration and subsequently calculate H as given by equation (10).
We are interested in the uniform version of this Hamiltonian with nominal parameters (U_{i}=U^{0}), for all i and (t_{ij} = t^{0}), for all i, j.
Classical optimal experiment design methods have not been widely adopted in practice for biological systems, in part because the resulting designs can be very brittle if the nominal parameter estimates for the model are poor, and in part because of computational constraints.
With the nominal parameter values for a Mechanical Front Wheel Drive (MFWD) tractor, a single axle grain cart, and maize stubble surface conditions, a 10% uncertainty in cornering stiffness parameters caused a 2% average uncertainty in the system responses whereas a 50% uncertainty in cornering stiffness parameters caused a 20% average uncertainty at 4.5 m s−1 forward velocity.
In particular, the uncertainties must exceed 0.05 (0.02) of the nominal parameter values for the cable model to be valid in the regions where retinal (cochlear) implants operate.
Let K0 ∈ ℝ p be a nominal parameter vector for which system (1) displays a stable periodic orbit.
Based on the results near nominal parameter values for metabolic demand and cell growth rate, metabolic demand leading to cell replication appears to be a primary driver of liver repair following damage, while cell growth may be a secondary or compensatory driver.
(3) ∂ g ∂ t = ∇ ⋅ (D G (x ) ∇ g ) ︸ diffusion + α g 1 - g + m T max ︸ logistic growth - ∇ ⋅ (χ (x ) g ∇ w ) ︸ directed migration into ECM (4) ∂ m ∂ t = ∇ ⋅ (D M (x ) ∇ m ) ︸ diffusion + ∇ ⋅ (χ (x ) g ∇ w ) ︸ directed migration into ECM (5) ∂ w ∂ t = - ρ w g + m θ W + g + m ︸ degradation + α W w (1 - w ) ︸ repair Table 2 displays the nominal parameter values for the two-phenotype model, Eqs.
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Justyna Jupowicz-Kozak
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