Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-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 | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
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 GOES-10 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. |