Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-09-20020601_182400_20020601_230900-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 | | 2002/06/01 |
Start Time | | 2002/06/01 18:24 |
End Time | | 2002/06/01 23:07 |
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 | | -27.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-09-20020601_182400_20020601_230900-constBx0 |
Minimum Dst Value | | 9 |
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 Geotail for time period of this run.
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)
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