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A multiple-timescales perturbation method is used to construct formal asymptotic approximations of the solutions to show the complicated dynamical behavior of the string.
Sandilo and van Horssen (2014) used a multiple-timescale perturbation method to construct formal asymptotic approximations of the solutions to show the complicated dynamical behavior of the string.
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Jerome Begin's new arrangement for "Continuous Replay" (1991) requires more violent behavior of the Orion String Quartet, which, augmented here and for "D-Man" by a second string quartet, played incisively.
His pioneering work revealed the buckling mechanism of rotary drill strings in vertical wellbores and gave the critical buckling condition and post-buckling behavior of the drill string.
Current methods for analysis of extraordinary behavior of the drill strings, as a rule, concern their post-critical states related to essential change of their shape and contact interaction with borehole wall.
The intent is that this term be consistent with the behavior of string; implementations that extend string must extend the meaning of this term in a compatible way.
However, there is little knowledge concerning how buoyancy affects the dynamic behavior of the sucker rod string.
A dynamic behavior of the sucker-rod string and complex interactions between components of the system and fluids in motion have to be taken into consideration.
Instead of checking how close is the behavior of the whole 14-letter string to uniform random distribution, we tested the randomness and uniformity of appearance for various short sub-blocks of the first block.
The buckling behavior of rod strings in wellbore is one of the most phenomena in petroleum engineering.
Furthermore, we demonstrate reversible switching behavior upon pH and temperature changes and find a peculiar self-assembly behavior of the Janus particles into linear strings at low pH and high concentration.
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