Why was Fe more abundant in the ocean 4bya?
Anoxic conditions allowed it to persist. Once oxygen began being produced in the ocean, it reacted with iron until all available iron was used up, then oxygen began to accumulate in the atmosphere.
In reduction electrons are ____ and in oxidation electrons are _____.
gained, lost
What are the constituents of DIC?
CO2, H2CO3, HCO3-, CO3^2-
What are 2 uses of stable nitrogen isoptopes?
2. Trophic level studies
Name 3 things that radioisotopes can be used for.
-rates of mixing in ocean/sediment
-age of water/sediment
-rates of scavenging
-primary production
-gas exchange
*and many more!
Put these elements in order of lowest to highest concentration in the ocean:
P, N, Fe, Cu, Ca, DIC
Ca, DIC, N, P, Fe, Cu
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
What does the pE scale represent?
The activity of electrons in factors of 10 (positive potential is more likely to gain electrons, negative potential is more likely to lose electrons).

How does the addition of CO2 into the ocean change alkalinity?
IT DOESN'T!!!
There is no change in charge.
CO2 + H2O + CO3^2- --> 2HCO3-
or
H2CO3 + CO3^2- --> 2HCO3-
The capacity to accept H+ ions does not change.
Why would there be more O18 in waters surrounding glaciers?
O18 is discriminated against in the formation of ice because it is heavier. It is easier to take up O16, leaving the surrounding waters rich in O18.
What is the resevoir effect and what is the correction for the resevoir effect? (on average)
An offset in the levels of C14 between deep ocean and surface waters, causing organic matter formed in ocean to appear older than it is
~400 years
Put these elements in order of lowest to highest concentration in the ocean:
DIC, Si, P, SO4, B, Na, Zn
Na, SO4, DIC, B, Si, P, Zn
Oxygen is the most common oxidizing agent. In conditions of low/no oxygen, what compounds would be more likely to serve as oxidizing agents?
NO3-, ClO4-, BrO3-, SO4^2-
State whether the following increase or decrease as more CO2 is put into the ocean:
-Acidity
-Carbonate ions
-Carbonate saturation
-Calcification
Acidity - increase
Carbonate ions - decrease
Carbonate saturation - decrease
Calcification - decrease
*Basically you are going up and left on the Bjerrum plot
What is the Seuss effect?
The gradual reduction of delC13 values in the atmosphere (making the atmosphere "lighter") due to fossil fuel burning. Fossil fuels are made primarily of fossils, which are organic matter, which discriminate against C13 (prefer C12). So when we burn fossil fuels, we are releasing more C12 into the atmosphere, diluting delC13.
In what waters is C14 in the highest amount?
The most C14 can be found in subtropical gyres because water has had the most time to equilibrate with the atmosphere.
What are 3 sources of Si into the ocean?
Aeolian input, riverine input, hydrothermal input
If you come across a pond that smells like rotten eggs, what is the most likely oxidizing agent in this system and why?
SO4-
It must have very low oxygen, so sulfate is the oxidizing agent.
Is DIC greater in the Atlantic or Pacific and why?
Pacific because the water is older and has had longer to accumulate DIC. (More respiration)
How much do N15 values increase per trophic level and why does N15 accumulate?
about 3% per trophic level
Excretion discriminates against N15, it is easier to excrete N14 because it is lighter.
Which is more likely to reach the deep ocean: Th234 or Th230? Why?
Both are scavenged but Th234 has a half life of only 23 days, so will likely be used up in the mixed layer. However, Th130 has a half life of 75,000 years, and will experience scavenging to the deep ocean.
Phytoplankton typically prefer to get their nitrogen from ammonia rather than nitrate because ammonia is already in the reduced form and is easier for them use.
If phytoplankton do not take the ammonia, bacteria could convert it to another form. What form is that and what is the process called?
Nitrate
Nitrification
Ammonia --> Nitrite --> Nitrate
Nitrification and denitrification occur more frequently in different regions.
Where in the ocean are these two processes more likely to occur and why?
Nitrification - Subtropical, tropical gyres
Denitrification - Oxygen minimum zones (Arabian sea, Eastern Pacific, Upwelling regions)
How does the formation/dissolution of CaCO3 shells by marine organisms influence the alkalinity in the ocean?
Formation of CaCO3 will decrease alkalinity because it is taking up carbonate, therefore carbonate is no longer available to take up an H+ ion.
Dissolution of CaCO3 will increase alkalinity by putting more carbonate back into the ocean, allowing for more H+ ions to be taken up.
How does delC13 change with depth?
It is the opposite of the DIC profile, it starts with high concentrations, decreases around 1km and then gradually increases with depth.
How do Thorium and Uranium isotopes differ in movement when in seawater?
Thorium isotopes are not soluble and are therefore scavenged. Uranium isotopes do not sink because they are soluble, and follow salinity patterns.