Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_091415_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 16, 2015 |
Start Time | | 2015/03/16 00:00 |
End Time | | 2015/03/19 00:00 |
Key Words | | 2015 March Storm |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_091415_6 |
Minimum Dst Value | | -228 |
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 THEMIS-B 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. |