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Multi-phase descent trajectory modelling
A trajectory modelling tool for multi-phase descent
The Right Answer
A Tessella Company
Dr Dave Dungate
4 October 2006
Astrodynamics Tools and Techniques Workshop, ESTEC
Multi-phase descent trajectory modelling
Analyticon Space Experience
Mission Experience
EXOMARS, Beagle 2, ENVISAT, XMM, Integral, Herschel, Planck, Topsat, GIOVE-A, AEOLUS, EUROSTAR 2000+/3000 Platforms
Main Areas of Capability
AOCS: Subsystem, Control & Estimator design, Analysis, Performance Assessment & Support to Subsystem Test
Flight Dynamics: Mission Analysis, Fuel Budgeting, Orbit Manoeuvres
Descent & Landing Systems: System level trade-offs, detailed design & optimisation, simulation & performance assessment, management of production & test
Multi-phase descent trajectory modelling
EDLS design overview
Analyticon’s integrated approach
System-level trade-off and sizing tool
Detailed simulation capability (PASDA)
PASDA details
Heritage
Capabilities
Simulation framework
Examples
Summary
Contents
Multi-phase descent trajectory modelling
EDLS question splits into two parts:
Sizing calculations
Find masses for all components, canopy sizes, airbag designs
Can look at different options (e.g. single-stage vs two-stage parachute)
Trajectory simulation
Test proposed designs
Tight integration of the two parts
Results of simulation feed into improved design
Find best choice of control parameters
Analyticon’s approach
Multi-phase descent trajectory modelling
Integrated tools
Design Input Parameters
Flight Database
35 kgRetro
fuel mass
120 kgAirbag
mass
Design
Scripts
Report Generation
Simulation & Visualisation
1.2 1.4 1.6 1.8 2 2.2
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
2
X Position (Km)
Y P
ositio
n (Km
)
Descent Module and Heat Shield final positions
0500100015002000
0
500
1000
1500
2000
2500
3000
3500
4000
X Position (m)
Trajectory
Y Position (m)
Altitude (m
)
Multi-phase descent trajectory modelling
In-house EDLS Trade-off Tool
Design
Self Mass Iteration
Atmosphere
Materials
Constraints
Input Design
Parameters
Component Masses
Trigger Parameters
Parameter grids / Monte Carlo
Trade-offs and sensitivity analyses
Design parameters
Different sequence options
Multi-phase descent trajectory modelling
1 1.1 1.2 1.3 1.4 1.51
1.2
1.4
1.6
1.8
22-Stage Parachute System, Vented Airbag
Airbag MMM
System
mas
s in
crea
se/A
irbag
mas
s
Total DLSDrogueMainAirbag
2
3
4
5
0
10
20
30100
150
200
250
gMain Deployment
(gmars
)
2-Stage Parachute System, Vented Airbag
Impact vvert
(ms-1)
Tota
l D
LS M
ass (k
g)
140160
180200
220
350
400
450
500135
140
145
150
mrocket carrier
(kg)
2-Stage Parachute System, Vented Airbag
mpayload
(kg)
Tota
l D
LS M
ass (k
g)
In-house EDLS Trade-off Tool
Multi-phase descent trajectory modelling
PArachute System Design and Analysis
Originally developed for ESA
Irvin Aerospace, Dornier, GMV
Recent updates by Analyticon
Any number of linked bodies
New physical effects
Analyticon simulation framework
Analysis of wind effects on Huygens
Currently in use for ExoMars phase B1
PASDA - History
Multi-phase descent trajectory modelling
PASDA - Capabilities
! 3-dof modelling or full 6-dof, 9-component aerodynamics
! any number of linked bodies / phases
! use EMCD, atmosphere lookup etc.
! apply wind models and/or gusts
! Monte-Carlo on any parameter
cable and wake interactions
two-way wakes between separating bodies
bridle collapse effects
controlled lowering
modelled parachute inflation
general triggering algorithms
track separated
bodies to ground
line-of-sight
calculations to orbiters
ballistic phases
retro rockets
Multi-phase descent trajectory modelling
PASDA – Multi-phase descents
Complex sequences in one
simulation
Careful handling of phase transitions
Entry, parachutes, rockets, airbags
Defined triggering algorithms
Separation can create branches
Follow each object separately
Integration ends at the boundary
Framework transforms bodies / state as needed
Multi-phase descent trajectory modelling
PASDA – Advanced effects
‘Complex’ wakes
Controlled separations
‘Simple’ wakes
Close bodies such as separated heatshield
Each body affects the other’s properties
Viking wind-tunnel data can be adapted
Lines with break-ties
Elastic cords
Trailing bodies affect up-stream bodies
Various wakes for different bodies
Multi-phase descent trajectory modelling
PASDA – Example trajectory
Entry and descent of a parachute-probe-heatshield system
Multi-phase descent trajectory modelling
PASDA – Atmospheric inputs
European Mars Climate Database
support
Can add mesoscale winds
separately
Specify gusts for individual runs
Interpolates in provided
lookup tables
Look up atmospheric
data on the fly
External atmospheres
Multi-phase descent trajectory modelling
PASDA – Mars Trajectory Workshop results
0 50 100 150 200 250 300 350 4000
1
2
3
4
5
6
7
8Total aerodynamic load factor vs Time
Time (s)
Aero
dynam
ic load facto
r (g
)
225 230 235 240 245
1
1.5
2
2.5
3
3.5
4
4.5
5
5.5
6
Total aerodynamic load factor vs Time
Time (s)
Aero
dynam
ic load facto
r (g
)
Drogue parachute
deployment
Main parachute
deployment
Front shield
separation
Three degree-of-freedom (3DOF) simulations of three-stage descent
Multi-phase descent trajectory modelling
PASDA – Analysis of Huygens
ESA technology study
Modelled gust effects on Huygens probe
Multi-phase descent trajectory modelling
PASDA – Simulation framework
Based on Analyticon simulator framework
Brings excellent benefits:
Run entire campaigns unattended
Automated report generation
Monte-Carlo/grid on any parameter
Full parameter control/
traceability
Very rapid and flexible setup
Multi-phase descent trajectory modelling
PASDA – Monte-Carlo example
0
1
20
0.51
1.5
0.5
1
1.5
2
2.5
3
3.5
4
Y Position (Km)
Descent Module and Heat Shield positions
X Position (Km)
Altitude (Km
)
1.2 1.4 1.6 1.8 2 2.2
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
2
X Position (Km)
Y P
osition (Km
)
Descent Module and Heat Shield final positions
Descent Module
Heat Shield
Follow heatshield after separation
Multi-phase descent trajectory modelling
EDLS design has unique challenges
Integration of the process has benefits
Design parameter selection tool
Detailed trajectory modelling tool
PASDA has been successfully integrated
Brought up to date with recent work
N-body 3- or 6-dof simulations
Flexible, powerful simulator framework
Currently in use on ExoMars
Summary
Multi-phase descent trajectory modelling
The Right Answer
A Tessella Company