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1 icrofluidic chip with a locally amplified AC electric field gradient.
2 allic filaments between electrodes along the electric field gradient.
3 on enrichment and depletion (FIE and FID) on electric field gradients.
4 d the local density approximation to predict electric field gradients.
5 J and J' states and with them shifts due to electric field gradients.
6 tructures to generate localized DEP-inducing electric field gradients.
7 cavity photons in regions with strong vacuum electric field gradients.
9 adient focusing technique that depends on an electric field gradient and a hydrodynamic counterflow t
10 EFGF) is a separation technique that uses an electric field gradient and an opposing hydrodynamic flo
11 contributions to the NMR line shape from the electric field gradient and the anisotropic shielding te
12 oadening arising from the interaction of the electric field gradient and the nuclear electric quadrup
13 ned at the interface due to the strong local electric field gradient and the optimized water orientat
15 produce the Mossbauer parameters (A-tensors, electric field gradient, and isomer shift) of 2 quite we
16 We used COMSOL simulations to calculate the electric field gradients, and these theoretical results
17 posts in a microfluidic device around which electric field gradients are created by the application
18 81)Br and (127)I) combined with the enhanced electric field gradients around these nuclei existing in
20 otential across the membrane generates local electric field gradients at pores that activate TRPV1 ch
21 ing constants, which are proportional to the electric field gradients at the (17)O sites, decrease by
24 ch as in wound healing, and cells respond to electric field gradients by reorienting and migrating di
26 ed to the gold microtubes resulting in large electric field gradients down the length of the tubes.
27 at the charge is partially shielded from the electric field gradient during transport, possibly by th
28 eld splitting was attempted by analyzing the electric field gradient (EFG) at the (57)Fe nuclei, taki
29 nctional theory, the predicted values of the electric field gradient (EFG) or equivalently the C(Q) a
31 ropic chemical shift values and the chlorine electric field gradient (EFG) tensor information are ext
33 ons aimed at predicting the (57)Fe Mossbauer electric field gradient (EFG) tensors (quadrupole splitt
34 T) calculations of (99)Ru chemical shift and electric field gradient (EFG) tensors and their analysis
37 c field gradient focusing (DFGF) utilizes an electric field gradient established by a computer-contro
38 quadrupolar mechanism, which is mediated by electric field gradient fluctuations and lacks a detaile
39 We have applied this method in miniaturizing electric field gradient focusing (EFGF) and carrying out
43 l methacrylate-co-methyl methacrylate) micro electric field gradient focusing (muEFGF) device is desc
45 to compute all of the tensor elements of the electric field gradient for each carbon-deuterium bond i
46 e cars are designed to be stimulated with an electric field gradient from a scanning probe microscopy
47 field potentials (LFPs) to assess the actual electric field gradient imposed by Cb-tDCS in our experi
49 ts of magnetic hyperfine fields and non-zero electric field gradients in Sr(2)IrO(4) have been detect
50 ver, an intrinsic by-product of the enormous electric field gradients inherent to plasma accelerators
51 ly associates with the TatBC complex, and an electric field gradient is required for the cargo to pro
52 which describe the formation of an extended electric field gradient leading to concentration enrichm
53 ielectrophoretic force that results from the electric field gradient near the ridges is used to affec
54 te which shows no signature of change in the electric field gradient (nuclear quadrupolar frequency)
55 nt of +/-71.2 +/- 1 MHz, corresponding to an electric field gradient of +/-1.49 atomic units at the c
57 servation that the largest components of the electric field gradients of Fe(O) and Fe(OH) are perpend
58 varying gaps and produces variations of the electric field gradient, provides a versatile tool that
59 uorescence intensity to identify the minimum electric field gradient required to overcome dispersive
61 arbonic anhydrase indicate that the computed electric field gradient tensor is in good agreement with
62 The principal component V(zz) of the (11)B electric field gradient tensor is tilted slightly away (
64 in a comprehensive set of chemical shift and electric field gradient tensors for a small molecular tr
65 pling parameters, and the orientation of the electric field gradient tensors for each site of zinc fo
66 cases, molecular orbital calculations of the electric field gradient tensors yields C(q) and eta valu
67 s demonstrated through the application of an electric field gradient that leads to phase separations
68 PEs can be exploited to shape and extend the electric field gradients that are responsible for DEP fo
70 ymer by Joule heating, extremely non-uniform electric field gradients to polarize and manipulate the
72 ity by controlling the main direction of the electric field gradients using individually driven chann
75 omplex electrophoretic setups coupling sharp electric field gradients with bulk reactions, surface re