if(selShape=="4"){ value=value/10; document.calculator.img2.src="https://www.artfiberglass.com/calc/images/length.jpg"; To calculate the weight of the stone, you would use the following calculation: Weight = 20 x 15 x 2 x 2.5 . Use our river rock calculator to estimate how much river rock you need for your project. document.calculator.units2.selectedIndex="3"; per cubic yard. value=(value*2.54)*12; Once you determine the length, width, and height of the stone. Weight2=Weight*0.002205; return value; if(Shape=="6")/*Round Column Solid*/ if(MatlSelect=="0"){ } For example, you can polish rough rocks to reveal very beautiful stones of high value. MULCH CALCULATIONS; CALCULATING AREA; BASE MATERIAL CALCULATIONS . if(selShape=="5"){ Marble * Granite * Stone * Miscellaneous. back to the start default values. Granite, solid volume to weight conversion Therefore the granite is between 101.8 and 115.1 pounds. of average weight, modify the default number and select proper return false; Granite. (Read Before Buying! if(selShape=="6"){ document.calculator.units2.selectedIndex="3"; But this does not apply to all rocks; some rocks may weigh more or less, depending on their density. return false; Wonderful app. document.calculator.weight2.value=""; document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; 2.98. This river rock calculator will help you find how much river rock you need for your rock bed, no matter its area and depth. if((selShape=="0"||selShape=="4")&&(val2=="")){ "); by the weight calculator are for estimate reference only. document.calculator.value3.value=""; So, a 1000 cm3 piece of this rock weighs between 2700 and 3300 grams (between 5.95 and 7.3 pounds). Ivory Coast gravel. Wilson #4 AREMA 1-1/2" Railroad Ballast is a clean, 100% crushed granite. Then with the median density, 3.1 g/cm3, the weight of the same piece is 3100 grams (6.8 pounds). if(Shape=="7")/*Round Column Hollow*/ if(!Valid) We also discuss how you can determine the weight of a stone using volume and density. } 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. Of course, determining the weight of a rock by its density is subject to you knowing the rock type. If "fire glass" is new to you, you can learn more about that by checking out our fire glass calculator. document.calculator.weight.value=WeightTemp; Enter the granite length (ft), the granite width (ft), and the granite thickness (in) into the Granite Weight Calculator. This makes their average volume 0.258 cubic feet. Larger rocks, however, either cannot be moved without heavy machinery or will break a normal household scale. Gravel, along with other types of rock fragments such as sand and . very hard granite rock, quartz porphyry, very hard granite, hard flinty shale, quartzite, very hard sand rock, and very hard calcite. Use * as a wildcard for partial matches, or enclose the search string in double quotes for an exact match. if((selShape=="0"||selShape=="7")&&(val3=="")){ alert("You must enter a value for each dimension. } Valid=CheckVal(Values[0],Values[1],Values[2],Values[3],Values[4]); value=value*1000; Can you keep lava rocks from exploding? /*Converting to kilograms*/ WeightTemp2=Math.round(WeightTemp2); 1522. per cubic yard, Washed Limestone1.20 tons (2,400 lb.) document.calculator.units1.selectedIndex="3"; } if(unit=="meter") With a median density of 3 g/cm3, 1000 cm3 basalt weighs 3000 grams (6.6 pounds). if(selShape=="1"){ Likewise, the right combination of rocks, sticks, dried flowers, and other items will look fantastic. ), How to Display Rocks in a Jar? if((selShape=="0"||selShape=="1")&&(val2=="")){ The wrong type of rock can act as a detriment to both your aquarium fish and water quality. jQuery("#t2").text(Math.round(t2)+" SF"); per cubic yard, Lava Rock0.50 0.65 tons (1,000 1,300 lbs.) Basalts density falls between 2.7 and 3.3 g/cm3. jQuery("#t5").text(Math.round(t5)+" SF"); } Then with the median density range of 2.9 g/cm3, 1000 cm3 of diorite weighs 2900 grams (6.4 pounds). Values[2]=UnitConverter(Values[2],Units[2]); return false; document.calculator.imgunits.src="https://www.artfiberglass.com/calc/images/kilo.jpg"; var img1; volume = 10 10 1 = 100 cu ft. cu yds = 100 cu ft / 27 = 3.7. weight = cu yds density. } function Measurements(){ The amount of river rock you need depends on the area you wish to cover with river rock and your desired river rock covering depth. Stone can either be a single slab or individual stone pavers. var Values=new Array(5); document.calculator.imgshape.src="https://www.artfiberglass.com/calc/images/hex-points.jpg"; Download the visual studio codes as a .zip file here: QuickRMR_VScode. Then input your desired river rock depth. On average, a 1 cubic-foot stone would weigh around 165.2 pounds. document.calculator.density.value="2.750"; This is one of the heaviest boulder materials you might encounter. function Density(){ Download the .zip file containing the software here: QuickRMR_win. /*Rounding kilograms*/ River rocks is the name for gravel and rocks found in the streambeds of natural water channels), like rivers or creeks. Granite rock weight calculator If you'll be using lava rock for your project, it weighs in at about 1,500 pounds per cubic yard. Values[0]=document.calculator.material.options[document.calculator.material.selectedIndex].value; Then measure the length, width, and height of the stone. document.calculator.units0.selectedIndex="0"; The average 3/4 thick granite weighs 13 pounds per square foot, 1 1/4 thick granite weighs around 18 to 20 pounds per square foot, and 2 thick granite weighs about 30 pounds per square foot. WeightTemp=Weight/1000; document.calculator.units2.selectedIndex="3"; volume = length width depth. }); document.calculator.shape.selectedIndex="0"; Exploding rocks are dangerous and very harmful. For instance, if you are using four inches of crushed stone under a patio area or for a driveway, four inches converted to feet is .33. Weight=(Values[0] * 0.785398 * ((Values[1] * Values[1]) - (Values[2] * Values[2])) * Values[3] * Values[4]); Stone can either be a single slab or individual stone pavers. For example, let's say you have a granite stone that is 20 cm long, 15 cm wide, and 2 cm thick. if(unit=="1") /*Rounding grams*/ Rocks equal to or smaller than the diameter of a penny qualify as pebbles. You can also find out its total cost. function updateTotals() { If the density of the rock is given in pounds/cubic feet, you should work with volume in cubic feet. return true; tonne per foot (t/ft) is a non-metric measurement unit of linear or linear mass density. .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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