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  2. Rivers, Estuaries, & Deltas - Woods Hole Oceanographic...

    www.whoi.edu/.../how-the-ocean-works/coastal-science/rivers-estuaries-deltas

    Rivers are bands of freshwater carried downhill by the force of gravity. They are fed by smaller tributaries and can, themselves, merge with other tributaries to form even larger rivers. Estuaries are stretches where rivers approach the ocean. They are influenced by freshwater from upstream as well as the influx of saltwater from rising tides.

  3. An Introduction to Isotopic Calculations - Woods Hole...

    www.whoi.edu/cms/files/jhayes/2005/9/IsoCalcs30Sept04_5183.pdf

    tions based on that definition are often littered with factors of 1000 and 0.001. To avoid this, it is more con-venient to define δ as in equation 6. According to this view (represented, for example, by Farquhar et al., 1989 and Mook, 2000), the ‰ symbol implies the factor of 1000 and we can equivalently write either δ = -25‰ or δ = -0.025.

  4. Currents, Gyres, & Eddies - Woods Hole Oceanographic Institution

    www.whoi.edu/know-your-ocean/ocean-topics/how-the-ocean-works/ocean...

    Currents, gyres and eddies transport water and heat long distances and help promote large-scale mixing of the ocean. In the process they also transport nutrients, salt and other chemicals and help regulate the planet’s weather, climate and marine ecosystems. Strong currents and eddies also influence shipping routes and have been known to ...

  5. Brackish Water: Where Fresh Water Rivers Meet A Salt Water Sea

    www.whoi.edu/oceanus/feature/where-the-rivers-meet-the-sea

    From a physicist’s point of view, the density difference between fresh and salt water makes estuaries interesting. When river water meets sea water, the lighter fresh water rises up and over the denser salt water. Sea water noses into the estuary beneath the outflowing river water, pushing its way upstream along the bottom.

  6. Mid-ocean Ridges - Woods Hole Oceanographic Institution

    www.whoi.edu/know-your-ocean/ocean-topics/how-the-ocean-works/seafloor-below/...

    At nearly 60,000 kilometers (37,000 miles) long, the mid-ocean is the longest mountain range on Earth. It formed and evolves as a result of spreading in Earth’s lithosphere—the crust and upper mantle—at the divergent boundaries between tectonic plates. The vast majority of volcanic activity on the planet occurs along the mid-ocean ridge ...

  7. Alpha, Bravo, Charlie… - Woods Hole Oceanographic Institution

    www.whoi.edu/oceanus/feature/alpha-bravo-charlie

    Alpha, Bravo, Charlie…. December 1996 — The ocean weather station idea originated in the early days of radio communications and trans-oceanic aviation. As early as 1921, the Director of the French Meteorological Service proposed establishing a stationary weather observing ship in the North Atlantic to benefit merchant shipping and the ...

  8. Chapter 3 The Stress Tensor for a Fluid and the Navier Stokes...

    www.whoi.edu/cms/files/12.800_Chapter_3_'06_25330.pdf

    3.2 The static pressure (hydrostatic pressure) Our definition of a fluid is that if it is subject to forces, or stresses that will not lead to a change of volume it must deform and so not remain at rest. It follows that in a fluid at rest the stress tensor must have only diagonal terms.

  9. Physical Principles of Isotopic αD α18 Fractionation II

    www.whoi.edu/fileserver.do?id=137304&pt=2&p=146969

    Overlap of electron s-orbitals with larger volume nuclei (hence n-effect) Most significant for odd-A nuclei. Nuclear volume smaller than interpolated between even-A neighbors. 2.Or nuclear spin effects. Coupling of electron spin angular momentum with non-zero nuclear spin.

  10. Chapter 7 Fundamental Theorems: Vorticity and Circulation

    www.whoi.edu/fileserver.do?id=9349&pt=2&p=12248

    the curvature of streamlines.7.2 Vortex lines and tubes.We define a vortex line in analogy to a streamline as a line in the fluid that at each point on the line the vorticity vector is tangent to the line, i.e. the vort. city vector.ωvortex lineωFigure 7.2.1 A vortex lineIt is important to note that the strength of the vector vorticity is not ...

  11. Lecture 6: Wiener Process - Woods Hole Oceanographic Institution

    www.whoi.edu/fileserver.do?id=21268&pt=10&p=17232

    Wt is a Gaussian process with mean and covariance. EWt = 0, EWtWs = min(t, s). (d) Continuity. With probability 1, Wt viewed as a function of t is continuous. is independent of Xm and is distribute identically as Xn−m. It follows that for any 0 ≤ s ≤ t, Wt − Ws is independent of Ws and satisfies.