Ion radial diffusion in an electrostatic impulse model for stormtime ring current formation

Guiding-center simulations of stormtime transport of ring-current and radiation-belt ions having first adiabatic invariants mu is approximately greater than 15 MeV/G (E is approximately greater than 165 keV at L is approximately 3) are surprisingly well described (typically within a factor of approximately less than 4) by the quasilinear theory of radial diffusion. This holds even for the case of an individual model storm characterized by substorm-associated impulses in the convection electric field, provided that the actual spectrum of the electric field is incorporated in the quasilinear theory. Correction of the quasilinear diffusion coefficient D(sub LL)(sup ql) for drift-resonance broadening (so as to define D(sub LL)(sup ql)) reduced the typical discrepancy with the diffusion coefficients D(sub LL)(sup sim) deduced from guiding-center simulations of representative-particle trajectories to a factor of approximately 3. The typical discrepancy was reduced to a factor of approximately 1.4 by averaging D(sub LL)(sup sim), D(sub LL)(sup ql), and D(sub LL)(sup rb) over an ensemble of model storms characterized by different (but statistically equivalent) sets of substorm-onset times

Concurrent Sessions D: Downstream Migrant Surface Collectors-What Works and What Doesn\u27t Work - Evaluation of the Hydraulic Performance of a Free Surface Fish Bypass

In 2004, following consultations with the Federal Energy Regulatory Commission (FERC), the National Marine Fisheries Service (NOAA Fisheries) issued a document that included a Biological Opinion relevant to Priest Rapids Dam. A subsequent Biological Opinion, issued by NOAA Fisheries in 2008, was incorporated with the new FERC license. The 2008 Biological Opinion contained the same requirements as the 2004 Biological Opinion with respect to the survival objectives for downstream migrating juvenile fish. These objectives are 93% survival of juveniles and a juvenile and adult combined survival of 91% for the species listed for protection. Grant PUD is seeking to achieve at least 95% juvenile survival past the Priest Rapids Dam. In the past, Grant PUD spilled roughly 61% of the total river flow at Priest Rapids Dam during the spring fish passage season with the aim of achieving the survival target. A study was undertaken to identify a number of different fish passage alternatives for Priest Rapids Dam including: screening systems, collecting and bypassing fish through surface-oriented openings, and/or through modified turbine passages. The study suggested several options that had the potential to provide high fish passage efficiency and survival in a more efficient manner than high-volume spill programs. Further work concentrated on fish bypass through surface releases with prototype tests being conducted to assess the efficiency of fish collection as a function of bypass flow. Physical and numerical modeling were also undertaken to support the design of surface bypass alternatives. The final bypass design consisted in a modified spillway with elevated ogee crest in bays 20, 21 and 22.This paper presents results of the reduced scaled laboratory and CFD models developed to evaluate different bypass conceptual designs. Two numerical models were used; the commercial code Fluent and the open source code Open Foam. Details of model development and validation with data obtained in the reduced scale laboratory model will be presented. Possible cavitation, loads and impact on the tailrace with the selected bypass were computed and will be discussed

Priest Rapids Dam Rock Scouring Simulation Using Hydraulic Modeling

Source: ICHE Conference Archive - https://mdi-de.baw.de/icheArchiv

GPS TEC observations of dynamics of the mid‐latitude trough during substorms

Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/95166/1/grl28288.pd

Stormtime ring current and radiation belt ion transport: Simulations and interpretations

We use a dynamical guiding-center model to investigate the stormtime transport of ring current and radiation-belt ions. We trace the motion of representative ions' guiding centers in response to model substorm-associated impulses in the convection electric field for a range of ion energies. Our simple magnetospheric model allows us to compare our numerical results quantitatively with analytical descriptions of particle transport, (e.g., with the quasilinear theory of radial diffusion). We find that 10-145-keV ions gain access to L approximately 3, where they can form the stormtime ring current, mainly from outside the (trapping) region in which particles execute closed drift paths. Conversely, the transport of higher-energy ions (approximately greater than 145 keV at L approximately 3) turns out to resemble radial diffusion. The quasilinear diffusion coefficient calculated for our model storm does not vary smoothly with particle energy, since our impulses occur at specific (although randomly determined) times. Despite the spectral irregularity, quasilinear theory provides a surprisingly accurate description of the transport process for approximately greater than 145-keV ions, even for the case of an individual storm. For 4 different realizations of our model storm, the geometric mean discrepancies between diffusion coefficients D(sup sim, sub LL) obtained from the simulations and the quasilinear diffusion coefficient D(sup ql, sub LL) amount to factors of 2.3, 2.3, 1.5, and 3.0, respectively. We have found that these discrepancies between D(sup sim, sub LL) and D(sup ql, sub LL) can be reduced slightly by invoking drift-resonance broadening to smooth out the sharp minima and maxima in D(sup ql, sub LL). The mean of the remaining discrepancies between D(sup sim, sub LL) and D(sup ql, sub LL) for the 4 different storms then amount to factors of 1.9, 2.1, 1.5, and 2.7, respectively. We find even better agreement when we reduce the impulse amplitudes systematically in a given model storm (e.g., reduction of all the impulse amplitudes by half reduces the discrepancy factor by at least its square root) and also when we average our results over an ensemble of 20 model storms (agreement is within a factor of 1.2 without impulse-amplitude reduction). We use our simulation results also to map phase-space densities f in accordance with Liouville's theorem. We find that the stormtime transport of approximately greater than 145-keV ions produces little change in f-bar the drift-averaged phase-space density on any drift shell of interest. However, the stormtime transport produces a major enhancement from the pre-storm phase-space density at energies approximately 30-145 keV, which are representative of the stormtime ring current

Home Fruit Production - Pears.

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Home Fruit Production - Apples.

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Oxygen ion dynamics in the Earth's ring current: Van Allen probes observations

Oxygen (O+) enhancements in the inner magnetosphere are often observed during geomagnetically active times, such as geomagnetic storms. In this study, we quantitatively examine the difference in ring current dynamics with and without a substantial O+ ion population based on almost 6 years of Van Allen Probes observations. Our results have not only confirmed previous finding of the role of O+ ions to the ring current but also found that abundant O+ ions are always present during large storms when sym-H < -60 nT without exception, whilst having the pressure ratio () between O+ and proton (H+) larger than 0.8 and occasionally even larger than 1 when L < 3. Simultaneously, the pressure anisotropy decreases with decreasing sym-H and increasing L shell. The pressure anisotropy decrease during the storm main phase is likely related to the pitch angle isotropization processes. In addition, we find that increases during the storm main phase and then decreases during the storm recovery phase, suggesting faster buildup and decay of O+ pressure compared to H+ ions, which are probably associated with some species dependent source and/or energization as well as loss processes in the inner magnetosphere.Accepted manuscrip