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In the thermally most critical region, i.e. the hot-spot region, reactor stability is determined by three parameter groups: a dimensionless adiabatic temperature rise, an Arrhenius number or dimensionless activation temperature and the ratio of the number of heat transfer units to the number of reaction units.
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If we multiply both sides by τ, we see that the relation of λ to 1/τ is determined by the two parameter groups BF *τ and μτ.
For model 1, which has no limiting density dependence, the ratio of the long-run growth rate λ to the development delay τ is determined by the two parameter groups BF *τ and μτ.
We divided the forty samples into two soldering parameter groups.
The two intrinsic parameter groups determined by cluster analysis did not match with the S- and L-group identity of the same individual cells.
Inaccuracies may be caused by two groups of parameters: design parameters, including flow rate, volume, sampling time, numerical algorithm, sample injection and environmental parameters, concerning the physico-chemical conditions of the experiment, such as unwanted oxygen transfer, pH, and the influence of sludge condition on "start-up" behaviour.
The main quantitative characteristics are listed in Table 1 and the six shape parameters grouped by color according to the DB type in Fig. 3.
Effective opposition was led by three groups.
These parameters were analyzed by two groups according to the ASCs ratio (ASCs per total CD34+ cells) groups; group of low ASC ratio less than 0.1 (n = 27) and group of high ASCs ratio more than 0.1 (n = 33).
Details of model parameters Age-specific exposure potential W A was defined by assigning nine parameters to the age groups 0 4, 5 15, 16 19, 20 29, 30 39, 40 49, 50 59, 60 64 and 65+ years.
Parameter analysis is often done by varying one parameter at a time, fixing all the other parameter values.
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