Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-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 | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
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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