Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-10-20020131_155800_20020131_204300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 15:58 |
End Time | | 2002/01/31 20:41 |
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 | | 8.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-10-20020131_155800_20020131_204300-constBx0 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |