Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-09-20020601_182400_20020601_230900-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 18:24 |
End Time | | 2002/06/01 23:07 |
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 | | -27.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-09-20020601_182400_20020601_230900-constBx0 |
Minimum Dst Value | | 9 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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