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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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