Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-06-20030101_080900_20030101_125300-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 | | | | - | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/01 |
Start Time | | 2003/01/01 08:09 |
End Time | | 2003/01/01 12:51 |
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 | | 23.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-06-20030101_080900_20030101_125300-constBx0 |
Minimum Dst Value | | -13 |
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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