Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lois_Sarno-Smith_040315_2a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 12, 2013 |
Start Time | | 2013/05/12 00:00 |
End Time | | 2013/05/12 23:40 |
Key Words | | RCMoff |
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 | | 16.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.72 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Lois_Sarno-Smith_040315_2a |
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. |