granite rock weight calculator

While reasonable efforts have been taken to ensure the accuracy of these calculators, no warranties are made to their accuracy nor to their completeness for all uses. Using the median density range 2.5 g/cm3 the weight of a 1000 cm3 piece of bauxite is 2500 grams (5.5 pounds). var Units=new Array(4); return false; } "+H}}return E}function refresh(){var A=format(value);if(exponent){if(Hj<0){A+=" "+Hj}else{A+=" +"+Hj}}if(A.indexOf(". "); Planning your hardscape projects takes some mathematics to get an accurate idea of your needs. * The RESET button will change all the settings document.calculator.density.value=Converted; Values[0]=document.calculator.density.value; document.calculator.img2.src="https://www.artfiberglass.com/calc/images/length.jpg"; (If Yes, How? For example, let's say you have a granite stone that is 20 cm long, 15 cm wide, and 2 cm thick. Diorite has a density range of 2.8 to 3.0 g/cm3. Apr 4, 2012. Landscaping rocks are basically rocks used in landscaping. var WeightTemp2=new Number(0); We will explain three ways through which you can determine the volume of a rock: You need a graded container (preferably a measuring cylinder or beaker) for this method. var MatlSelect; document.calculator.units3.selectedIndex="6"; value=value*0.03613; In surface width, enter the width of your surface, e.g., 8 feet. Due to their smooth texture and round shapes, we typically see them used as pavement for barefoot pathways in gardens, around swimming pools, and even in shower room floorings. Weight=(Values[0] * 0.785398 * Values[1] * Values[1] * Values[2] * Values[4]); Then with a median density range of 0.95 g/cm3,1000, cm3of pumice weighs 950 grams (2.1 pounds). document.calculator.units3.selectedIndex="3"; if((selShape=="0"||selShape=="2")&&(val2=="")){ (Complete Procedure)Continue, Rock-hounding is a collection of activities that center on rocks and rock collectors. back to the start default values. Likewise, the right combination of rocks, sticks, dried flowers, and other items will look fantastic. if(unit=="yard") Calculate how much of this gravel is required to attain a specific depth in a cylindrical, quarter cylindrical or in a rectangular shaped aquarium or pond [ weight to volume | volume to weight | price ], Convert between units of mass and molar concentration for Bilirubin [C33H36N4O6], Volume to weight, weight to volume and cost conversions for Refrigerant R-11, liquid (R11) with temperature in the range of -1.12C (29.984F) to 115.56C (240.008F). var img2; value=value*62.42797; How do you calculate river rock volume and weight? So, on average, a 1000 cm3 piece of rhyolite weighs 2530 grams (5.58 pounds). document.calculator.units2.selectedIndex="3"; } return false; document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; document.calculator.weight2.value=""; You can use river rocks to pave your pathways or to surround your plants to protect the soil from erosion or from pets that like digging soil. Other than that, we also use river rocks and other decorative rocks, perhaps with some fire glass, to give our home and garden a natural look as they can be used instead of pavers or concrete. /*Rounding pounds*/ } if(MatlSelect!="0"){ document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; default unit. Finding the tonnage of specific materials such as aggregates is a matter of multiplying its occupied volume by its unit weight. Units[3]=document.calculator.units3.options[document.calculator.units3.selectedIndex].text; Compare color and shapes, flats and corners, sizes and specifications, and shipping options. Multiply all three dimensions together, and you get the approximate volume of the rock. ), If the density of the rock is given in g/cm. Solve Now. Multiply 400 x 172.5, and you get 69,000 pounds. Pumice has a density range of 0.7 to 1.2 g/cm3. if((selShape=="0"||selShape=="6")&&(val2=="")){ The darker stones are usually heavier than the lighter stones. /*Rounding really really small grams*/ document.calculator.imgshape.src="https://www.artfiberglass.com/calc/images/sheet.jpg"; In addition, if you know the density of the stone and cost per unit mass/volume, then you can also calculate the total cost. if(selShape=="6"){ Square or rectangular area. But if you do not have this information, you can still get an approximate weight using the approximate size of the rock. WeightTemp=WeightTemp/10000; document.calculator.density.value=MatlSelect; Weight=(Values[0] * 0.5236 * Values[1] * Values[1] * Values[1] * Values[4]); All you have to do is find the volume that you want to fill with river rock by multiplying its dimensions together while considering the percentage of waste you might have, as shown in the equation below: After calculating the needed volume of river rock, multiplying its value by the density, \rho, of this river rock will give you the corresponding weight, WWW, of your river rock, like in this equation: You can check your preferred river rock's density value in the different types of river rock section of this text. Calculating the weight of rocks using their density and volume is pretty straightforward. But the weights may range from 0.1 grams to 3 grams (0.0035 to 0.11 ounces). They also come in a variety of colors depending on the minerals present in them. var MatlSelect; if(selShape=="3"){ 1865. document.calculator.units1.selectedIndex="3"; Phone 831.768.2300. if(unit=="1") document.calculator.weight.value=""; } document.calculator.img1.src="https://www.artfiberglass.com/calc/images/outer.jpg"; Let's say we want to make a 7.5-cm\small 7.5\text{-cm}7.5-cm thick pea gravel (density = 1,788kg/m3\small 1,\!788\ \text{kg}/\text{m}^31,788kg/m3) walkway with a width of 80centimeters\small 80\ \text{centimeters}80centimeters (or 0.8m\small 0.8\ \text{m}0.8m) and a length of 10meters\small 10\ \text{meters}10meters. * Put in the total quantity or just leave the So, instead of dangling between 2.4 and 2.8 g/cm 3, use 2.6 g/cm 3. The mass you will calculate will be in pounds. Values[3]=UnitConverter(Values[3],Units[3]); 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. Highly hard rock. if(unit=="0") if(unit=="2") The Concrete Calculators help you to estimate the concrete volume required for a pour or placement, the volume of concrete needed to fill a block wall, and the volume of concrete need in a column. Then, multiply the area by the depth. Weight=(Values[0] * 0.785398 * ((Values[1] * Values[1]) - (Values[2] * Values[2])) * Values[3] * Values[4]); Filling a square lot that measures 1 yard on both sides with river rock costs around $4-$7 per inch thickness. } Fill out the form and well send you info on viewing and downloading our PDF catalogs. if((selShape=="0"||selShape=="3")&&(val2=="")){ 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. per cubic yard, Washed Limestone1.20 tons (2,400 lb.) Learning how to calculate rock tonnage is an invaluable but easy skill, and it is essential when estimating project costs and even buying construction materials. return false; There are so many fun activities that go along with rock collecting. Exploding rocks are dangerous and very harmful. Ensure the container is wide enough to contain the rock. if(selShape=="2"){ So, if you really are planning to add river rock to your landscape, go ahead and measure up the area you wish to cover and we'll help you evaluate how much river rock you need. t1 = jQuery("#l1").val() * jQuery("#w1").val(); function ResetShape(){ /* function DensityConverter(value,unit){ Values[2]=UnitConverter(Values[2],Units[2]); 26.0 - 27.0. In surface length, enter the length of your surface, e.g., 12 feet. Disclaimer: These free construction calculators are provided on an AS IS basis for customer convenience only and should be used only as guides. document.calculator.units2.selectedIndex="3"; Converted=DensityConverter(Density,Units); Gravel is a loose mixture of rock fragments formed as a result of erosion. var Shape; The volume formula for a rectangular (or square) box in cubic feet is height (ft) x width (ft) x length (ft), as seen in the figure below: For example, to fill a box with a width of 3ft and a . } document.calculator.imgunits.src="https://www.artfiberglass.com/calc/images/kilo.jpg"; var selShape; 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. Andesite rocks have a density range between 2.4 and 2.8 g/cm3. jQuery("#t2").text(Math.round(t2)+" SF"); So, a 1000 cm3 of emery is as heavy as 3700 to 4300 grams (8.2 to 9.5 pounds). Here's how you can use the crushed stone calculator: Select your surface shape, e.g., Rectangular. Convert its weight in pounds to tonnage by dividing . If you decide to design with these products, here is a landscape stone calculator to help you stay in budget and keep your costs down. Advertisement. Crushed granite. /*Converting Weight2 to pounds*/ "); So, the weight of a 1-cubic-foot granite rock is different from the weight of a 1-cubic-foot piece of andesite. natural stone sizes and weights change with the stone(s)). "); This value can be higher or lower for individual stones with the same volume. . document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; On average, a 1 cubic-foot stone would weigh around 165.2 pounds. The downside of rock tumbling is that it can be a very noisy process. Gravel Calculator: How Much Gravel Do You Need? document.calculator.units2.selectedIndex="3"; document.calculator.units0.selectedIndex="0"; Then measure the length, width, and height of the stone. This field is for validation purposes and should be left unchanged. weight of limestone needed = volume needed * density of limestone. Stone Weight Calculator * The RESET button will change all the settings back to the start default values. Gravel, along with other types of rock fragments such as sand and . value=(value*2.54)*12; Stone can either be a single slab or individual stone pavers. . Due to the weight of granite, homeowners should never attempt to install their own granite countertops. Read More How to Soundproof a Rock Tumbler (7 Easy Ways! Please note, these weights are approximate. But, of course, seek permission from your local environmental department first before collecting even a handful of rocks. MatlSelect=document.calculator.material.options[document.calculator.material.selectedIndex].value; . People Stories. if(Shape=="1")/*Square Column*/ "); document.calculator.shape.selectedIndex="0"; These Unit Conversion calculators allow you to easily convert between various Englisn and Metric units for length, area, volume, weight, temperature, pressure, and force. document.calculator.img2.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; Phone: 1 541-359-4708. } g/cm to troy/US qt conversion table, g/cm to troy/US qt unit converter or convert between all units of density measurement. A 1000 cm3 piece of diorite weighs about 2800 to 3000 grams (6.2 to 6.6 pounds). function Measurements(){ } Record it as the displaced volume of the water (V. ), How to Clean River Rocks for Aquarium? .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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