Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-08-20020603_224300_20020604_032800-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 | | 2002/06/03 |
Start Time | | 2002/06/03 22:43 |
End Time | | 2002/06/04 03:26 |
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 | | -17.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-08-20020603_224300_20020604_032800-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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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