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Electrical Conductivity of Rocks in Freezing-thawing Cycle<br />

Vill S. Yakupov and Mansur V. Yakupov<br />

(Institute of space physic and aeronomy SD RAS, Yakutsk, Russia)<br />

Abstract: Let us consider rocks electrical conductivity in a freezing-thawing cycle. A quantity<br />

of unfrozen water in them is supposed to be less than that of a percolation treshold.<br />

1. Rocks are saturated by fresh water and do not change after freezing-thawing cycle.<br />

1.1. A specimen of a rock to be slowly cooled from one side till some –t. At t=0 0 C free water<br />

usually falls in a metastable state and only after some delay begins to freeze. From this moment<br />

conductivity of rock is decreasing. Temperature of the rock returnes to 0 0 C and till freezing<br />

almost all the free water remains constant. Farther the bound water begins to freeze. On this<br />

stage temperature and conductivity of the rock decrease, last one in a small degree, depending<br />

from temperature and specific quantity of the bound water.<br />

1.2. When thawing this rock its conductivity will rise up exactly the same way down when<br />

freezing except a stage of a metastable state of water which takes no place.<br />

2. A rock, saturated by fresh water, changes after freezing-thawing: owing to brittle fracturing<br />

of rock, coagulation or to ice inclusions formation in case of deposits. These processes change a<br />

pore volume, a pore space structure and decrease a part of the bound water in rocks.<br />

2.1.A change of a conductivity when rock is cooling will be the same as in p. 1.1. but final<br />

meaning of conductivity after the completion of the freezing process will be less and its<br />

decreasement on the stage of the bound water freezing will be more.<br />

2.2. The curve of the rocks conductivity change during its thawing will repeat one when<br />

freezing except a stage of the metastable state of free water which takes no place.<br />

Conductivity of fully thawed rocks depend from a change of their tortuosity in a<br />

freezing-thawing cycle. If this change will be small the final meaning of thawed rocks<br />

conductivity will be less owing to decreasing of a surface conductivity contribution.<br />

3. Rocks are saturated by saline water.<br />

Specimen of a rock is to be cooled slowly, as before, from one side. A rock porous water in<br />

the rear of the frost boundary becomes freshened, because last one drives admixtures before it.<br />

If final temperature of the cooling will be higher than eutectic one, in the base of a specimen<br />

will be formed an unfrozen layer saturated by saline water. If final temperature of the cooling<br />

will be below than eutectic one, in the base of a specimen will be formed a layer with porous<br />

space filled by eutectic. Conductivity of it will be almost the same as above it because crystals<br />

of salts are dielectric. In real conditions a change of rocks in a freezing-thawing cycle will be<br />

asymmetric owing to a change of rocks volume and its pore space structure.<br />

Key words: Electrical conductivity, rocks, freezing-thawing cycle<br />

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