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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |