Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jessica_Fisher_040822_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 14, 2006 |
Start Time | | 2006/12/14 12:00 |
End Time | | 2006/12/16 08:00 |
Key Words | | Gombosi SPACE 477 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.46 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 90.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jessica_Fisher_040822_1 |
Minimum Dst Value | | -162 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 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. |