Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-07-20020525_053600_20020525_102000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/25 |
Start Time | | 2002/05/25 05:36 |
End Time | | 2002/05/25 10:18 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-07-20020525_053600_20020525_102000-constBx0 |
Minimum Dst Value | | -40 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
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)
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