Results 271 to 280 of about 18,735,403 (324)
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Dynamical IMC-growth calculation
Microelectronics Reliability, 2015Abstract Material movement between solder joints and their contact pads leads to the formation of intermetallic compounds at the contact surfaces. Concentration gradients are responsible for this material movement. The intermetallic compound growth during temperature storage and AC/DC electromigration tests on 12 × 12 mm Amkor® PoP with SnAg 3.0 Cu 0.
Lutz Meinshausen +2 more
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Plant growth and population dynamics.
2006The main purpose of quantitative nematological research is to achieve an optimal economical protection of crops against plant-parasitic nematodes. To accomplish this, the costs of control measures must be adjusted to the costs of the expected yield reduction compared to the yield in a situation without the need for control.
Schomaker, C.H., Been, T.H.
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Dynamic scaling in polycrystalline growth
Physical Review B, 1992The dynamic scaling properties of a polycrystalline growth model proposed by Van der Drift are discussed. We present an analytic derivation of the dynamic exponent, describing the growth of monocrystalline surface domains, yielding p=1/2 and 1/4 for two and three dimensions, respectively.
, Thijssen, , Knops, , Dammers
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Comprehensive Biotechnology, 2019
The article summarizes basic principles, methods, and the most essential results of kinetic studies in microbiology relevant to biotechnology. Microbial kinetics are based on experimental studies of all dynamic manifestations of microbial life (growth ...
N. Panikov
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The article summarizes basic principles, methods, and the most essential results of kinetic studies in microbiology relevant to biotechnology. Microbial kinetics are based on experimental studies of all dynamic manifestations of microbial life (growth ...
N. Panikov
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British Medical Bulletin, 1991
Tumour growth has been shown to approximate to the exponential in human cancers and, in general, the doubling times range from weeks to months. In contrast, the replicative processes at the cellular level, the cell cycle is completed within a time interval of a few tenths of hours in the majority of cell types.
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Tumour growth has been shown to approximate to the exponential in human cancers and, in general, the doubling times range from weeks to months. In contrast, the replicative processes at the cellular level, the cell cycle is completed within a time interval of a few tenths of hours in the majority of cell types.
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Single polymer growth dynamics
Science, 2017Watching growth, step by step Polymers can grow through the stepwise addition of monomers to an active end site. One might think that this would happen in a continuous linear process. With a focus on ring-opening metathesis polymerization of norbornene catalyzed by a Grubbs' catalyst, Liu et al.
Chunming Liu +8 more
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Random threshold growth dynamics
Random Structures and Algorithms, 1999In order to describe the growth dynamics studied in this paper, let \(\emptyset\neq {\mathcal N}\subset Z^2\) be a finite neighbourhood of the origin, which defines the neighbourhood of an arbitrary point \(z\) as \(z+{\mathcal N}\). Furthermore, let \(\theta\) be a positive integer (the threshold number).
Tom Bohman, Janko Gravner
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Dynamics of Acoustic Reflex Growth
International Journal of Audiology, 1981Acoustic reflex growth was measured as a function of activator bandwidth in 10 subjects with normal hearing and in 5 subjects with different configurations of sensorineural hearing loss. The activators consisted of tones with frequencies of 500, 1 000 and 4 000 Hz, fractions and multiples of octave bands centered at these frequencies, and broadband ...
B H, Sprague, T L, Wiley, M G, Block
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Group dynamics and growth strategies
2008The object of this study is to analyse the particular evolutionary pattern of growth of many small- and medium-sized enterprises (SMEs) towards the formation of business groups.
GIANDEMETRIO MARANGONI, SOLARI, STEFANO
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Growth dynamics of sputter deposition
Physical Review Letters, 1989A Comment on the Letter by R. P. U. Karunasiri, R. Bruinsma, and J. Rudnick, Phys. Rev. Lett. 62, 788 (1989).
, Bales, , Zangwill
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