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.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |