granite rock weight calculator

Weight of the selected item is calculated using its density and entered volume. if(MatlSelect>"0"){ Accurate calculations will save you time and money, whether you are budgeting for a DIY project or checking behind your contractor. if(Shape=="5")/*Ball Solid*/ Please note, these weights are approximate. * document.calculator.density.value=MatlSelect; * Choose a material you wish to obtain weight . value=value*100; document.calculator.units3.selectedIndex="6"; We will also briefly discuss the different types of river rock you can use for your projects. document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; * Stone * Miscellaneous, Important notice: all weight calculation results The weight is given in a range because not all stones of the same type weigh the same. document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; So, the weight of a 1-cubic-foot granite rock is different from the weight of a 1-cubic-foot piece of andesite. t5 = jQuery("#l5").val() * jQuery("#w5").val(); Going by the above, a 1000 cm3 piece of andesite rock should weigh 2600 grams on average (5.73 pounds). Weight Calculator. Weight=(Values[0] * 0.64952 * Values[1] * Values[1] * Values[2] * Values[4]); Explore more about french drains thru our french drain calculator. WeightTemp2=Math.round(WeightTemp2); 186.0. var WeightTemp=new Number(0); Nevertheless, when using our river rock calculator, you can easily change its units by just clicking or tapping on its units and selecting the unit you want. Highly hard rock. In other words, a cubic yard of river rock can cost around $150 to $250 depending on its color, rock diameter, and variation in sizes and shades. You can check your local gardening supplies or hardware store for river rocks in your area. }); } document.calculator.weight.value=""; document.calculator.weight.value=""; What if you want to use lava rocks for activities with high temperatures? At the very bottom, you will see the river rock cost calculator feature, wherein you can enter the cost of river rock per unit volume or per unit mass to find the total cost of your selected river rock. So, using the median density to calculate, the weight of 1000 cm3 granite is 2660 grams (5.9 pounds). } document.calculator.imgunits.src="https://www.artfiberglass.com/calc/images/kilo.jpg"; This page computes weight of the substance per given volume, and answers the question: How much the substance weighs per volume. River Rock Calculator t2 = jQuery("#l2").val() * jQuery("#w2").val(); Stone Weight Calculator * The RESET button will change all the settings back to the start default values. The following calculator helps estimate the amount of gravel needed to cover an area based on the density and desired depth of the gravel. document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; Density=document.calculator.material.options[document.calculator.material.selectedIndex].value; Unit Weight of Rocks | Rock Stability | GEO5 | Online Help } We equipped this gravel estimator for river rocks with a variety of features that you might find helpful. document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; So, a 1000 cm 3 piece of andesite rock should weigh around 2400 to 2800 grams (5.3 to 6.2 pounds). (If Yes, How? In the article, you will learn how to calculate river rock volume and its corresponding weight using the densities of different river rocks. These Unit Conversion calculators allow you to easily convert between various Englisn and Metric units for length, area, volume, weight, temperature, pressure, and force. Crystal River rock. } if(unit=="2") } /* function DensityConverter(value,unit){ . var imgshape; Values[0]=DensityConverter(Values[0],Units[0]); document.calculator.qty.value="1"; But if you do not have this information, you can still get an approximate weight using the approximate size of the rock. The Conversions and Calculations web site, 1 cubic meter of Granite, solid weighs 2691 kilograms [kg], 1 cubic foot of Granite, solid weighs 167.99364 pounds [lbs], A material, substance, compound or element with a name containing, like or similar to. 1320. Compare color and shapes, flats and corners, sizes and specifications, and shipping options. } STONE CALCULATOR [How Much Stone do I Need] *****************************************/ For a ten-foot circle, your calculator would look like this: If you need to figure out how many tons to buy, multiply your cubic yards by the weight in tons of the material. . 2650. However, the environment needs these stones, too, so we have to know how much river rock we need to purchase to help conserve what we have. calculation, * You can also select CUSTOM in material selection if((val1=="")){ } if(Shape=="7")/*Round Column Hollow*/ WeightTemp2=Math.round(WeightTemp2); Use * as a wildcard for partial matches, or enclose the search string in double quotes for an exact match. Let us know whether you would like the quote by email or phone below (and tick the 'Urgent' box if you need the information ASAP). (Read Before Buying! These suppliers may offer you a truckload of river rocks for larger projects, depending on their availability. QuickRMR: A Rock Mass Rating (RMR) calculator based on continuous functions Of course, determining the weight of a rock by its density is subject to you knowing the rock type. value=value/10; jQuery("#sfcpsftotal").text(Math.round(totalSF)+" SF"); document.calculator.imgunits.src="https://www.artfiberglass.com/calc/images/grams.jpg"; For pavers, enter in the total square footage of either your order or your stone project. */ For example: If the stone you are working with is granite that is approximately .64ft3 your calculation should look like the following; ft3 x lbs/ft3 = lbs so your calculation would be; minimum lbs= .64 x 159 = 101.8, maximum lbs = .64 x 180 = 115.1 Therefore the granite is between 101.8 and 115.1 pounds. ), https://rockhoundresource.com/how-much-do-rocks-weigh-pictures-examples-calculations/, https://www.engineeringtoolbox.com/minerals-specific-gravity-d_1644.html, https://gpg.geosci.xyz/content/physical_properties/tables/density_igneous_rocks.html, https://www.thoughtco.com/densities-of-common-rocks-and-minerals-1439119, https://volcanoes.usgs.gov/volcanic_ash/density_hardness.html, https://sciencing.com/calculate-volume-stone-7805263.html, https://www.hunker.com/13425320/how-to-calculate-weight-of-a-rock, https://www.britannica.com/science/basalt, Are Crystal Rocks Worth Money? var WeightTemp2=new Number(0); function CheckVal(val0,val1,val2,val3,val4){ This river rock calculator will help you find how much river rock you need for your rock bed, no matter its area and depth. This makes their average volume 0.258 cubic feet. One common way to polish rocks is to tumble them in a rock tumbler. document.calculator.img2.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; . return false; } per cubic yard, Limestone Base1.35 tons (2,700 lb.) To find how much river rock you need, here are the steps to follow: You are at the right place to find how much area or square footage a certain volume or weight of river rock can cover. The weight of granite depends on its density. How do you calculate the weight of granite? - Short-Fact var Values=new Array(5); On average, a 1 cubic-foot stone would weigh around 165.2 pounds. "); PO Box 699. return false; weight of limestone needed = 3.3 m * 2,410 kg/m = 7,953 kg. /*Rounding pounds*/ function CalculateWeight(){ jQuery("#t5").text(Math.round(t5)+" SF"); Using the formula we have and considering a 5%\small 5\%5% contingency or wastage, we estimate our needed river rock volume as follows: If you need the volume in cubic feet or cubic yards, you can use our volume converter for the conversion. document.calculator.units3.selectedIndex="6"; per cubic yard. selShape=document.calculator.shape.selectedIndex; iowa. document.calculator.imgshape.src="https://www.artfiberglass.com/calc/images/sheet.jpg"; if(unit=="1") This Ballast is produced daily at Wilson Quarry to meet the American Railway Engineering and Mining Association (AREMA) #4 Ballast Specifications as well as ASTM C-33 Size #4. Landscaping rocks are basically rocks used in landscaping. if((val0=="")||(val4=="")){ document.calculator.weight2.value=""; Gravel Calculator - Calculate how much gravel you need document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; .tb-grid,.tb-grid>.block-editor-inner-blocks>.block-editor-block-list__layout{display:grid;grid-row-gap:25px;grid-column-gap:25px}.tb-grid-item{background:#d38a03;padding:30px}.tb-grid-column{flex-wrap:wrap}.tb-grid-column>*{width:100%}.tb-grid-column.tb-grid-align-top{width:100%;display:flex;align-content:flex-start}.tb-grid-column.tb-grid-align-center{width:100%;display:flex;align-content:center}.tb-grid-column.tb-grid-align-bottom{width:100%;display:flex;align-content:flex-end} .wp-block-toolset-blocks-grid.tb-grid[data-toolset-blocks-grid="c0c04d64c4fb6733ae3b71bdc850d8f1"] { grid-template-columns: minmax(0, 0.25fr) minmax(0, 0.25fr) minmax(0, 0.25fr) minmax(0, 0.25fr);grid-auto-flow: row } 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