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The density can vary not only from iceberg to iceberg but also within the iceberg. Let me explain, there is a process to how a glacier forms. Take for instance snow, as it accumulates, it begins to pack due to increasing weight. The deeper snow becomes more like sand. As more and more snow accumulate on the surface, the lower levels undergo increased pressure. At a certain point, the pressure causes the sand like ice to recrystallize. This has nothing to do with melting but solely pressure. keep in mind that glaciers can grow to be several thousand feet deep. This causes tremendous pressure on the lowest levels of the glacier. It's like placing a mountain on top of bed of sand, in no time you end up with a very compact sandstone. In the case of the glacier, the tremendous pressure can cause the ice to recrystallize several times. Each time becoming more dense. Keep in mine, the deeper ice deposits will be under more pressure than the higher ones. This leads to a greater density of the ice at the bottom and decreasingly less dense ice with altitude to do less and less pressure.

Now to icebergs... these are simply pieces of the glacier that have broken off. Depending on how much pressure was exerted on the ice, the density of the bottom of the iceberg can even be greater than the density of water. Notice that icebergs are commonly pear-shaped with the largest diameter furthest below the surface. This is the most dense part of the glacier. The upper part, or tip, is less dense. There are a number of factors that play into this but lets not go there right now. A simple test you can do to prove this is to freeze a piece of ice and shape it in the form of a typical iceberg, place it in a salt water solution and notice what happens, it does just the opposite of what an iceberg does, the larger end will surface and the tip will be submerged. Also notice that it floats at the surface. This is due to the density being normal for fresh water ice which is somewhat less than the density of water.

Remember pressure causes compaction and compaction increases density. Imagine an ice sheet a couple thousand feet tall sitting on bedrock and just how much pressure that ice sitting on the bedrock is undergoing. Its the same concept as the inner core of the earth. The temperature is much greater than the outer core and yet is is a crystallized solid made up of mostly iron. Pressure alone can turn liquids into solids as well as gasses into liquids. Also keep in mind that the freezing point of salt water is lower than that of fresh water. This means you can have an iceberg of fresh water sitting in a "bath" of very cold salt water, cold enough to keep the iceberg from melting. As for the upper part of the iceberg, it will undergo weathering processes just the same as exposed rock. Wind and rain will decompose the surface of the iceberg to more of a point, leaving the base intact. Under the right conditions, you can have the top of an iceberg waste away or break off and the bottom (more dense) section sink to the floor of the ocean. Although pressure is the main contributary for the greater density found in the lower levels of glacial ice sheets, temperature also plays a roll in what crystal forms the ice takes. The process is much like that of the creation of igneous rocks only instead of heat and pressure, you have cold and pressure.

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13y ago

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Related Questions

Is the density of an iceberg and seawater equal?

No, an iceberg is approximately 10% less dense than seawater. This is why it floats


What is the most likely density of the iceberg?

919.99 kgm-3


How much bulk of an iceberg is underwater?

9/10ths of the iceberg is typically underwater.


What is the mass of the iceberg (relative density of sea water 1.02 and relative density of ice 0.9)An iceberg floating in sea water just sinks when a mass of 360 kg is placed on it .?

The buoyant force on the iceberg when the 360 kg mass is placed on it is equal to the weight of the added mass. We can use the concept of relative density (or specific gravity) to find the mass of the iceberg, knowing that it displaces its own weight in water. By applying the principle of buoyancy, we can calculate the iceberg's mass to be around 400 kg.


Would the density of an ice cube have the same density as an iceberg the size of an entire school?

I would expect it to have more or less the same density, since it is made of the same material.


What fraction of an iceberg lies hidden below the surface of the water?

Approximately 90% of an iceberg lies hidden below the surface of the water. This is due to the difference in density between ice and water, causing the iceberg to float with a significant portion submerged.


An iceberg has a volume of 8975ft what is the mass in kilograms of the iceberg?

Density = m/v right? Find the density of ice (easy google search), you have the volume, then solve for mass. Remember to convert ft cubed into meters cubed and make sure other units are the same.


What are icebergs and how it made the Titanic ship broke?

They are chunks of floating ice drifting away from polar regions. The density of ice is just a little less than the density of sea water, so most of the volume of an iceberg is below the surface, and so a small-looking iceberg can have a huge volume of ice below the surface. The Titanic ran into an iceberg and was holed below its waterline so the water rushed in and the ship sank.


Why does an iceberg float in the ocean?

An iceberg floats in the ocean because it is less dense than the water it displaces. Ice has a lower density than liquid water because of its crystalline structure, which allows it to float on the surface.


Which object is denser the iceberg or the ship?

The iceberg is denser than the ship because it is made of ice, which has a higher density than water. This causes the iceberg to displace more water and have a larger mass for its volume compared to the ship.


What fraction of an iceberg lies below the surface of water?

about 90%.


The relative density of seawater is 1.03 and of ice is 0.92. What fraction of an iceberg is above the surface of the water?

79% of an iceberg is underwater, so 21% or about one fifth is above it. However given the shape and size of an iceberg, as little as 10% can be above water at times, so it can be between one tenth and one ninth above water.