Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lois_Smith_040915_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 06, 2013 |
Start Time | | 2013/07/06 00:00 |
End Time | | 2013/07/06 23:59 |
Key Words | | 2013-07-06, Storm Time, RCM on |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.93 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Lois_Smith_040915_3 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 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. |