Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-07-20020131_014000_20020131_062500-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 01:40 |
End Time | | 2002/01/31 06:23 |
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 | | 28.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-07-20020131_014000_20020131_062500-constBx0 |
Minimum Dst Value | | -11 |
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 GOES-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |