Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_011618_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 04, 2015 |
Start Time | | 2015/07/04 14:20 |
End Time | | 2015/07/05 06:20 |
Key Words | | Magnetopause Crossing |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 30.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 120.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_011618_4 |
Minimum Dst Value | | -69 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |