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Underground Rivers - University of New Mexico

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Chapter 7 -- The Concept <strong>of</strong> Circulation<br />

CHAPTER 7<br />

THE CONCEPT OF CIRCULATION<br />

This chapter, The Copncept <strong>of</strong> Circulation, and the two following, Subterranean Mechanisms and<br />

Superterranean Metrics, together trace the formation <strong>of</strong> hydrology as a physically-based science,<br />

and thus a means to assess the flow <strong>of</strong> water underground.<br />

We could sequentially march through several centuries <strong>of</strong> scientific history, noting who solved<br />

what challenge at what time. To continue our journey a bit more thematically, however, we'll do it<br />

in three passes.<br />

In this chapter we will follow the concept <strong>of</strong> circulation through the Renaissance and into the<br />

formative age <strong>of</strong> science. We will note the problem <strong>of</strong> rainfall perceived to be less than<br />

streamflow and how a vast subterranean abyss might serve as a logical solution. We will see<br />

how a dual hydrologic cycle seemed to bring everything together.<br />

In the next chapter, Subterranean Engines, we'll concentrate on how subterranean resupply<br />

might work. Perhaps seawater is squeezed upward by the earth's weight. Perhaps it's by<br />

electricity. We'll see some innovative causality when data's not <strong>of</strong> concern.<br />

And in the following chapter, Superterranean Metrics, we'll note what was realized once<br />

observers began to measure the observables. We'll see rudimentary numbers, but once there<br />

was data, subterranean sea-to-spring piping began to seem less necessary.<br />

We should pause, however, to recall the roots <strong>of</strong> this chapter in what was fairly well extablished in<br />

by late-medeival Christian interpretation.<br />

Adelard <strong>of</strong> Bath (1080-c. 1152) contributed the first full<br />

Arabic-to-Latin translation <strong>of</strong> Euclid's Elements, a work<br />

not printed however, until the 14th century. To the<br />

right, the frontispiece shows a woman -- Sophia, we<br />

might imagine --teaching geometry to monks.<br />

Adelard's Quaestiones Naturales, written as a dialogue<br />

between the author and his nephew, includes<br />

questions regarding rivers.<br />

For neither do all rivers flow down into the sea, nor<br />

do none <strong>of</strong> them. But as some flow down into it, so<br />

also others are born from it. Thus if, while it<br />

receives, it gives back, a perceptible increase in its<br />

volume does not occur. In fact, since many<br />

underground rivers arise from the sea, and the<br />

quaffing <strong>of</strong> the planets takes away a large part <strong>of</strong> the<br />

water, some people have been puzzled about how<br />

the sea does not suffer a loss, and how it receives<br />

sufficient water in compensation.<br />

In a circular process there is neither a beginning nor an end. For anything to which this can<br />

apply can be returned into itself. <strong>Rivers</strong> which flow perpetually, in case you are unaware, have<br />

naturally acquired a circular movement. They therefore return into themselves, and what has<br />

flowed away in their going, they give back by returning. Hence the Satirist, in making fun <strong>of</strong> the<br />

stupidity <strong>of</strong> the common people, says:<br />

DRAFT 1122//66//22001122<br />

Uppddaatteess aatt hhttttpp::////www. .uunnm. .eedduu//~rrhheeggggeenn//UnnddeerrggrroouunnddRi ivveerrss. .hhttml l<br />

59

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