<p>ESA&#8217;s current Mars exploration programme consists of the flying orbiters Mars Express and the Exomars TGO, while the Exomars rover is planned for launch in 2022. The Nov 2019 ESA Council of Ministers meeting, Space19+, has approved ESA contributions to a Mars Sample Return Campaign, led by NASA, with a launch of the sample retrieval missions planned to occur as early as 2026.</p> <p>While the vast majority of ESA&#8217;s funding for Mars exploration in 2020&#8217;s is planned to be invested in Mars Sample Return, there is interest to assess, at Phase 0-level, the possibility of implementing a small mission to Mars in parallel with or soon after the completion of the MSR programme, in order to further the exploration of Mars in areas not directly addressed by MSR.</p> <p>A study was undertaken in the Concurrent Design Facility at ESA, ESTEC in order to assess low cost mission architectures for small satellite missions to Mars. Given strict programmatic constraints, the focus of the study was on a low cost, short mission development schedule with a cost-driven spacecraft design and mission architecture.</p> <p>Three mission cases were studied:</p> <ol> <li><strong>Mars Communications Constellation Mission</strong>: A three satellite constellation with an objective to provide data relay with continuous coverage to ground assets. The satellites also contain a secondary science instrument.</li> <li><strong>Mars Science Orbiter Mission</strong>: A single satellite science orbiter with a primary science objective and a secondary objective to provide a data relay.</li> <li><strong>Mars Hard Lander / Penetrator Mission</strong>: A demonstration mission of a carrier module and N hard landers/penetrators.</li> </ol> <p>The study assessed a wide range of mission architectures and focused on commercial rideshare options to GTO from which the satellite(s) would transfer to Mars utilising either chemical or electric propulsion. The study results showing the feasibility of such missions meeting the programmatic constraints and options for future work will be presented.</p> <p><img src="data:image/png;base64, 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
While the vast majority of ESA’s funding for Mars exploration in the 2020s is planned to be invested in ExoMars and Mars Sample Return, there is an interest to assess the possibility of implementing a small mission to Mars in parallel with, or soon after, the completion of the MSR programme. A study was undertaken in the Concurrent Design Facility at ESA ESTEC to assess low-cost mission architectures for small satellite missions to Mars. Given strict programmatic constraints, the focus of the study was on a low-cost (<250MEuro Cost at Completion), short mission development schedule with a cost-driven spacecraft design and mission architecture. The study concluded that small, low-cost Mars missions are technically feasible for launch within the decade.
<p>ESA&#8217;s current Mars exploration programme consists of the flying orbiters Mars Express and the ExoMars TGO, while the ExoMars rover is planned for launch in 2022. The Nov 2019 ESA Council of Ministers meeting, Space19+, has approved ESA contributions to a Mars Sample Return Campaign, led by NASA, with a launch of the sample retrieval missions planned to occur as early as 2026.</p> <p>The ExoMars and Mars Sample Return (MSR) missions will expand our understanding of Martian history, potential for life and environmental conditions. These missions will develop European technologies and capabilities to enable access to Mars orbit, Mars surface and shallow sub-surface as well as a round-trip journey. However, key strategic knowledge gaps will still remain for the human exploration of Mars following successful ExoMars and MSR missions. These include the understanding of the long-term behaviour of the atmosphere, wind profiles, dust properties and transport and origin of dust storms.</p> <p>A study was undertaken in the Concurrent Design Facility (CDF) at ESA, ESTEC in order to address this important knowledge gap through a reference mission architecture that would be the first coordinated global, regional and local network of atmospheric science and weather stations at Mars. The reference launch date for the mission is in the early-mid 2030&#8217;s.</p> <p>The selected mission architecture comprises several elements, including:</p> <ul> <li>A Low Mars Orbiter (LMO), in a high-inclination orbit;</li> <li>An Areosynchronous Orbiter (ASO) situated at the same longitude as the landers</li> <li>Four identical Mars landers comprising: <ul> <li>3 &#8220;local&#8221; landers in a triangular configuration situated 20km-150km apart</li> <li>1 &#8220;regional&#8221; lander situated ~800km West of the local lander network</li> </ul> </li> <li>Two carrier spacecraft each carrying two Mars landers from Earth to Mars atmospheric entry.</li> </ul> <p>The primary science objectives focus on meteorology, wind and dust transport measurements from the orbital and landed assets. In addition, the landers also contain a radio science, seismology and heat flow payload suite to address secondary science objectives. Due to the scale of the mission and large number of sizeable mission elements, the architecture was spilt into a two-launch scenario where the first launch comprises the two orbiter spacecraft, and the second launch (in the next launch window opportunity) comprises the two carrier spacecraft each carrying two landers. Due to this large scope, the CDF study focussed on the design of the four Mars landers and the Areosynchronous orbiter, the definition of the science payloads, the overall concept of operations, cost and programmatics.</p> <p>The study results show the technical feasibility of such a mission to be undertaken in the 2030&#8217;s at landing sites between 0&#176;N and 20&#176;N latitude whilst utilising existing European heritage in chemical propulsion Orbiters and ballistic Entry, Descent and Landing (EDL) technology. Challenges for the lander elements include the need for radioisotope heater units (RHUs), large solar arrays and energy-efficient platform and payload operations, all driven by the need to survive for multiple Mars years on the surface including science operations through potential global dust storms. Further work to refine the mission concept is planned.</p> <p>&#160;</p> <p><img src="data:image/jpeg;base64, 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