Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-08-20020601_133800_20020601_182300-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 13:38 |
End Time | | 2002/06/01 18:21 |
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 | | -31.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-08-20020601_133800_20020601_182300-constBx0 |
Minimum Dst Value | | 10 |
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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