<p><strong>Introduction:</strong> Small cones are common on Mars [1]. Some are concentrated in large fields or form long chains of several dozen kilometers long. Similar cones and chains are observed on Earth in volcanic zones (e.g., Iceland).</p> <p>The origin of cones on Mars is discussed in many papers [e.g., 2-5]. [2] investigated cones in Chryse&#160; Planitia. They believe that the cones are mostly results of mud volcanism and/or evaporite deposition.</p> <p><strong>&#160;</strong></p> <p><strong>Considered region:</strong> We analyzed the region on&#160; Chryse Planitia centered in ~38<sup>o</sup>13&#8217; N and ~40<sup>o</sup>35&#8217;W - Figs 1 and 2. The region is at the boundary of a smooth plain (AHcs) and a complex unit (AHcc). AHcs is the Amazoniam-Hesperian smooth plain. A small region of another type (HNck in Fig.1) is: &#8220;older knobby material&#8221; [6]. All of considered forms are composed of lacustrine deposits. They are thick enough to cover possible underlying wrinkle ridges &#8211; [6]. These ridges could be a source of hot lava or pyroclastic falls.&#160;</p> <p><img src="data:image/gif;base64, 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
<p>&#160;</p> <ul> <li><strong> Introduction: </strong></li> </ul> <p>Small cones are common on Mars. Many cones form chains several kilometers in length. The mechanisms of their formation are not explained. Cycloid forms are observed in a few places. Their origin is also unknown.</p> <p>We consider a small region in Chryse Planitia where several chains of cones are found &#8211; Figs. 1, 2, 3. The cones height are ~20 m. The considered region is at the boundary of smooth plain on west (AHcs) and complex unit (AHcc) on east. The small region (HNck) in north-west corner of figure is the &#8220;older knobby material&#8221; &#8211; [1]. AH means Amazonian-Hesperian and HN - Hesperian-Noachian. The region is covered by lacustrine deposits. Some volcanic activity was possible in HNck.</p> <p><img src="data:image/jpeg;base64, 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
<p><strong>Introduction: </strong>Small cones are common on Mars. Many cones form subparallel chains several kilometers in length. Their origin is discussed in many papers, however, the mechanism of their formation is not explained [1].</p><p>In the present paper, we deal with a small region in Chryse Planitia ( ~38<sup>o</sup>13&#8242; N and ~319<sup>o</sup>25&#8217; E). The region is covered by lacustrine deposits.</p><p>&#160;&#160;&#160; On Mars, chains of small cones occupy vast areas. Therefore, we try to explain the existence of the chains by specific conditions on Mars. We focus on the hypothesis connecting the formation of cones with the loss of water from the regolith due its instability. See e.g. [1], [2], [4], [5].</p><p><strong>&#160;</strong></p><p><strong>Mechanism of cones formation: </strong>We consider 3 mechanisms of cone formation: (i) a grains&#8217; ejection, (ii) from mud or fluidized sand and (iii) explosive formation. The (iii) and (ii) are possible with additional heat sources only.</p><p>&#160;&#160;&#160; Assuming that only heat of melting was used for vaporization, then only ~13% of liquid water will be vaporized, If the outgassing effect is to be regolith without water, then there must be also other heat sources. Therefore we consider two coexisting factors required for cones formation: (1) the presence of water in the regolith and (2) some additional heating, e.g. magma intrusion.</p><p>&#160;&#160;&#160; The formation of a chain of cones is possible in two situations:</p><p>(a) above a linear structure containing water and areal heating. Outcrops of aquifers could serve as linear sources of volatiles.</p><p>(b) above a linear source of magmatic heat and the areal aquifer. A dike could serve as linear source of heat.</p><p><strong>&#160;</strong></p><p><strong>Conclusions and future plans;</strong></p><p>1) Considered cones could be a result of outgassing of regolith due to pressure drop.</p><p>2) Subparallel chains of cones were formed along the outcrops of volatile-rich sediments.</p><p>3) Numerical modeling indicates that small magma intrusions may not be enough for completely degassing some aquifers.</p><p><strong>&#160;</strong></p><p><strong>Acknowledgments:</strong> This study was supported by statutory project of Institute of Geophysics of University of Warsaw. We are also grateful to prof. W. Kofman and dr. J. Ci&#261;&#380;ela for their remarks.</p><p><strong>&#160;</strong></p><p><strong>References</strong></p><p>[1] Fagents, S., Thordarson, T., (2007) The Geology of Mars: Evidence from Earth-Based Analogs, ed. Mary Chapman. Cambridge Univ. Press. [2] Bro&#382;,, et al. (2019) JGR: Planets. 124, 703&#8211;720. [3] Rotto, S., Tanaka, K. L. (1995) Geologic/ geomorphologic map of the Chryse Planitia: region of Mars. USGS. [4] Barlow, N.G. (2010) GSA Bulletin (2010) 122 (5-6): 644&#8211;657. [5] Bro&#382;, P., et al. (2020) Nature Geoscience. 13, 403&#8211;407.</p>
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