Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-07-20020601_085200_20020601_133700-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 08:52 |
End Time | | 2002/06/01 13:35 |
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 | | -22.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-07-20020601_085200_20020601_133700-constBx0 |
Minimum Dst Value | | 6 |
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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