Design and Development of the VenSpec-H Instrument

<p><strong>Introduction:</strong>&#160;</p>
<p>VenSpec-H (Venus Spectrometer with High resolution), part of ESA&#8217;s EnVision M5 mission to Venus, is currently in Phase A (started in January 2019) in which the feasibility of the instrument is studied. The instrument successfully passed the mid-term mission consolidation review (May 2020). The mission selection review by ESA is planned beginning 2021.</p>
<p>&#160;</p>
<p><strong>Scientific objectives:</strong>&#160;</p>
<p>EnVision aims at the investigation of the geo-logical activity on Venus and its relationship with the atmosphere, in order to understand how Venus and Earth could have evolved so differently.&#160;</p>
<p>The VenSpec suite consists of VenSpec-H and two other instuments, VenSpec-M, an IR mapper, and VenSpec-U, a UV spectrometer. The overall scientific objective of this suite is to search for temporal variations in surface temperatures and tropospheric concentrations of gases indicative for volcanic eruptions. Additionally, the study of surface-atmosphere interactions and weathering by mapping surface emissivity and tropospheric gas abundances is also part of the mission.</p>
<p>The goal of the VenSpec-H instrument is to target different molecular species related to volcanism and surface changes on Venus. The measurement of the H<sub>2</sub>O and HDO constituents of the Venus&#8217; atmosphere, as well as the probing of H<sub>2</sub>O, HDO, CO, OCS, SO<sub>2</sub> in a 30 &#8211; 40 km altitude range is planned on the nightside and above the cloud top on the dayside. Several spectral windows are used to monitor these constituents in the range of 1 to 2.5 &#181;m. VenSpec-H works in a nadir viewing geometry.</p>
<p>&#160;</p>
<p><strong>Instrument design:</strong>&#160;</p>
<p>VenSpec-H is a spectrometer, hence, the heart of the instrument consists of a spectrometer section where the incoming uniform light is diffracted into its spectral components. This section is cooled down to approximately -45 &#176;C in order to suppress as much as possible the thermal background. This is achieved by means of a large dedicated radiator. The warm baseplate is kept around 0 &#176;C (by means of a small warm section radiator). The warm baseplate is mounted to the spacecraft deck using three kinematic feet.</p>
<p>The diffracting element in VenSpec-H is an echelle grating. The incoming light is first rendered parallel on a parabolic mirror before it hits the grating. The parallel light diffracted from the grating is focused by a dedicated optical system towards the detector.</p>
<p>The cold spectrometer section is preceded by a warmer band selection section. It is a combination of a filter wheel and a butcher&#8217;s block of two horizontal filters (on top of the spectrometer entrance slit).</p>
<p>The spectrometer section is followed by the detector section. The detector is an Integrated Dewar Detector Cooler Assembly (IDDCA). The dewar window sits in the exit aperture of the spectrometer section. The Focal Plane Array (FPA) is located a bit further in the focal plane of the spectrometer exit optics. The FPA is cooled by means of a cryocooler.</p>
<p>Preliminary optical and thermal analysis and modelling has been performed.</p>
<p>The instrument design relies partly on heritage from the NOMAD instrument, which is a spectrometer suite on board ESA&#8217;s Trace Gas Orbiter (TGO) satellite, a part of the ExoMars 2016 mission.</p>
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" alt="" /></p>
<p>&#160;</p>
<p><strong>Ongoing tests:</strong>&#160;</p>
<p>Currently, thermo-mechanical prototyping work is performed using the facilities at BIRA-IASB, in order to prove the feasibility of some critical systems. One of the most critical elements in the VenSpec-H design is the cold section and its interconnection to a warm support structure. Several tests are planned.</p>
<p>In a first series of tests, the thermal conductivity is investigated by using different types of feet. Using a fixed cold temperature at one side, and knowing heat injection at other side, a &#916;T can be determined.</p>
<p>In a second series of tests, the mounting mechanism of the cold section onto the warm section using a fixed connection on one side and a gliding pin on the other side, is tested. For this, an instrument prototype (including mass dummies for optical elements) is used, keeping the cold section at -25&#176;C, while the warm base plate is at +20&#176;C, the retraction and dilatation of the cold section is measured using capacitive sensors.</p>
<p>The different results obtained during these tests will be presented at the conference.</p>
<p>&#160;</p>
<p><strong>Acknowledgements:</strong></p>
<p>This work has been performed with the support of the Belgian Science Policy Office (BELSPO), with the financial and contractual coordination by the ESA Prodex Office.</p>
<p>&#160;</p>


Introduction:
VenSpec-H (Venus Spectrometer with High resolution), part of ESA's EnVision M5 mission to Venus, is currently in Phase A (started in January 2019) in which the feasibility of the instrument is studied.The instrument successfully passed the mid-term mission consolidation review (May 2020).The mission selection review by ESA is planned beginning 2021.

Scientific objectives:
EnVision aims at the investigation of the geo-logical activity on Venus and its relationship with the atmosphere, in order to understand how Venus and Earth could have evolved so differently.
The VenSpec suite consists of VenSpec-H and two other instuments, VenSpec-M, an IR mapper, and VenSpec-U, a UV spectrometer.The overall scientific objective of this suite is to search for temporal variations in surface temperatures and tropospheric concentrations of gases indicative for volcanic eruptions.Additionally, the study of surface-atmosphere interactions and weathering by mapping surface emissivity and tropospheric gas abundances is also part of the mission.
The goal of the VenSpec-H instrument is to target different molecular species related to volcanism and surface changes on Venus.The measurement of the H2O and HDO constituents of the Venus' atmosphere, as well as the probing of H2O, HDO, CO, OCS, SO2 in a 30 -40 km altitude range is planned on the nightside and above the cloud top on the dayside.Several spectral windows are used to monitor these constituents in the range of 1 to 2.5 µm.VenSpec-H works in a nadir viewing geometry.

Instrument design:
VenSpec-H is a spectrometer, hence, the heart of the instrument consists of a spectrometer section where the incoming uniform light is diffracted into its spectral components.This section is cooled down to approximately -45 °C in order to suppress as much as possible the thermal background.This is achieved by means of a large dedicated radiator.The warm baseplate is kept around 0 °C (by means of a small warm section radiator).The warm baseplate is mounted to the spacecraft deck using three kinematic feet.
The diffracting element in VenSpec-H is an echelle grating.The incoming light is first rendered parallel on a parabolic mirror before it hits the grating.The parallel light diffracted from the grating is focused by a dedicated optical system towards the detector.
The cold spectrometer section is preceded by a warmer band selection section.It is a combination of a filter wheel and a butcher's block of two horizontal filters (on top of the spectrometer entrance slit).The spectrometer section is followed by the detector section.The detector is an Integrated Dewar Detector Cooler Assembly (IDDCA).The dewar window sits in the exit aperture of the spectrometer section.The Focal Plane Array (FPA) is located a bit further in the focal plane of the spectrometer exit optics.The FPA is cooled by means of a cryocooler.
Preliminary optical and thermal analysis and modelling has been performed.
The instrument design relies partly on heritage from the NOMAD instrument, which is a spectrometer suite on board ESA's Trace Gas Orbiter (TGO) satellite, a part of the ExoMars 2016 mission.

Ongoing tests:
Currently, thermo-mechanical prototyping work is performed using the facilities at BIRA-IASB, in order to prove the feasibility of some critical systems.One of the most critical elements in the VenSpec-H design is the cold section and its interconnection to a warm support structure.Several tests are planned.
In a first series of tests, the thermal conductivity is investigated by using different types of feet.Using a fixed cold temperature at one side, and knowing heat injection at other side, a ΔT can be determined.
In a second series of tests, the mounting mechanism of the cold section onto the warm section using a fixed connection on one side and a gliding pin on the other side, is tested.For this, an instrument prototype (including mass dummies for optical elements) is used, keeping the cold section at -25°C, while the warm base plate is at +20°C, the retraction and dilatation of the cold section is measured using capacitive sensors.
The different results obtained during these tests will be presented at the conference.