"); if(unit=="1") function updateTotals() { document.calculator.units3.selectedIndex="6"; document.calculator.imgshape.src="https://www.artfiberglass.com/calc/images/sheet.jpg"; Size 5-10" 10-15" 15-20" 20-25" Approx. Emery is pretty hard, so its density is a bit higher than the rest we have seen so far. var MatlSelect; Its density range is 3.7 to 4.3 g/cm3. 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. In specific locations, we may find many of the same rock types that we can collect and use at home. (C) http://www.calculator.net all right reserved. Granite. ), How to Polish Rocks with a Bench Grinder (Ultimate Guide! They also come in a variety of colors depending on the minerals present in them. )Continue, You dont have to pay top dollar for artistic home decorations. return false; In other words, the length should be the longest distance between any two points on the rocks, the width should be the broadest distance, and the height should be the highest distance. Read More How to Soundproof a Rock Tumbler (7 Easy Ways! One rock that commonly explodes is lava rock. if(Shape=="7")/*Round Column Hollow*/ But their weights shouldnt be far off. For pavers, enter in the total square footage of either your order or your stone project. 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). Multiply all three dimensions together, and you get the approximate volume of the rock. return true; Less than 13 pounds per square foot. } (Design Ideas), How Do You Keep Lava Rocks From Exploding? var Density; You can also find out its total cost. Accordingly, a 1000 cm3 piece of bauxite weighs about 2400 to 2600 grams (5.3 to 5.73 pounds). } This is one of the heaviest boulder materials you might encounter. Pumice has a density range of 0.7 to 1.2 g/cm3. value=value*0.001; In the article, you will learn how to calculate river rock volume and its corresponding weight using the densities of different river rocks. WeightTemp2=Math.round(WeightTemp2); #sciout{padding:5px;border-top:1px solid #262626;border-left:1px solid #262626;border-right:2px outset #262626;border-bottom:2px outset #262626;background: #eeeeee;font-family:arial,helvetica,sans-serif;}#sciOutPut{font-size:18px;padding:3px;margin:2px;cursor:text;text-align:right;background-color:#B8C6A3;border:1px solid #87996b;border-radius: 3px;color:#000;}.scifunc{display: inline-block;display: table-cell;vertical-align: middle;text-align:center;width:50px;height:25px;margin:1px;border:1px solid #262626;border-radius: 3px;font-family:arial,helvetica,sans-serif;font-size:16px;font-weight:bold;color:#185290;background-color:#C8D8E8;}.scifunc:active {background-color:#013f7d;color:#ffffff;}.scinm{display: inline-block;display: table-cell;vertical-align: middle;padding: 5px 0px;text-align:center;width:50px;height:30px;margin:1px;border:1px solid #262626;border-radius: 3px;font-family:arial,helvetica,sans-serif;font-size:16px;font-weight:bold;color:#FFF;background-color:#262626;}.scinm:active {background-color:#aaaaaa;color:#000000;}.sciop{display: inline-block;display: table-cell;vertical-align: middle;padding: 5px 0px;text-align:center;width:50px;height:30px;margin:1px;border:1px solid #262626;border-radius: 3px;font-family:arial,helvetica,sans-serif;font-size:16px;font-weight:bold;color:#262626;background-color:#ccc;}.sciop:active {background-color:#000000;color:#ffffff;}.scird{display: inline-block;display: table-cell;vertical-align: middle;text-align:center;height:30px;margin:1px;border:1px solid #eeeeee;border-radius: 3px;font-family:arial,helvetica,sans-serif;font-size:13px;color:#262626;}.scieq{display: inline-block;display: table-cell;vertical-align: middle;padding: 5px 0px;text-align:center;width:50px;height:30px;margin:1px;border:1px solid #262626;border-radius: 3px;font-family:arial,helvetica,sans-serif;font-size:16px;font-weight:bold;color:#F00;background-color:#DCADB0;}.scieq:active {background-color:#ff0000;color:#ffffff;}#calfootnote {font-family:arial,helvetica,sans-serif;font-size:12px;text-align:right;}, See some of our amazing our artists stone sculpture at WWW.MARBLECARVE.COMBelow are just a couple examples, Email us at mail@artfiberglass.com for your order information, Price Email UsNatural Marble Dolphin Statue Sculpture Garden carvingMoreinformationSHIPPING BY SEA, Price Email UsNatural Hand Carved, Solid Marble, 200 CM, 6.56' ft tall Fu Dogs Statue Temple lions Sculpture Garden carvingCustom made to order in 60 days normallyMoreinformation on these StatuesSHIPPING BY SEA, Price Email Us at mail@artfiberglass.com for a quoteGuan Yin Marble Statue Carvings, Kwan Yin Natural Marble Guan Yin Sculpture Garden carvingMoreinformationSHIPPING BY SEA, Marble * Granite calculation from the Material Selection Box. document.calculator.units2.selectedIndex="3"; Our minimum order size delivered is $300. value=value*1; document.calculator.units2.selectedIndex="3"; The calculator will select the first non-blank value it encounters, and convert that value to each of the other units on teh calculator's display. if(selShape=="6"){ } } per cubic yard. When volume is constant, the weight of rocks depends on their density since not all of them have the same internal structure. document.calculator.imgunits.src="https://www.artfiberglass.com/calc/images/kilo.jpg"; if(Shape=="3")/*Hexagon A/F*/ The estimations for the following rocks are based on a volume of 1000 cm3. } t2 = jQuery("#l2").val() * jQuery("#w2").val(); if(unit=="2") Smaller rocks can be placed on a scale to find their weight easily. document.calculator.weight.value=WeightTemp; } Weight=(Values[0] * 0.785398 * Values[1] * Values[1] * Values[2] * Values[4]); Weight=(Values[0] * 0.707327 * Values[1] * Values[1] * Values[2] * Values[4]); Crystal River rock. 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.value3.value=""; You can also use our tool as a river rock coverage calculator to know the area a specific volume or weight of river rock can cover. if(Shape=="1")/*Square Column*/ if(unit=="1") document.calculator.img2.src="https://www.artfiberglass.com/calc/images/length.jpg"; Weight=(Values[0] * 0.785398 * ((Values[1] * Values[1]) - (Values[2] * Values[2])) * Values[3] * Values[4]); function Measurements(){ Values[1]=UnitConverter(Values[1],Units[1]); jQuery("#t3").text(Math.round(t3)+" SF"); Gravel, along with other types of rock fragments such as sand and . But this does not apply to all rocks; some rocks may weigh more or less, depending on their density. To calculate the weight of the stone, you would use the following calculation: Weight = 20 x 15 x 2 x 2.5 . /*Rounding really really small pounds*/ document.calculator.units0.selectedIndex="0"; document.calculator.weight.value=""; alert("You must enter a value for each dimension. /*Rounding really really small grams*/ The calculators are grouped into these categories: Unit Conversion, Concrete Materials, Aggregate, Road Materials, Masonry Estimator, Landscape Supplies, and Mulch. "}else{A+=" "}}if(""==(""+A)){document.getElementById("sciOutPut").innerHTML=" "}else{document.getElementById("sciOutPut").innerHTML=A}}function evalx(){if(level==0){return false}op=uI[0].op;Qk=uI[0].value;if(op=="+"){value=parseFloat(Qk)+value}else{if(op=="-"){value=Qk-value}else{if(op=="*"){value=Qk*value}else{if(op=="/"){value=Qk/value}else{if(op=="pow"){value=Math.pow(Qk,value)}else{if(op=="apow"){value=Math.pow(Qk,1/value)}}}}}}pop();if(op=="("){return false}return true}function popen(){enter();if(!push(0,"(",0)){value="NAN"}refresh()}function pclose(){enter();while(evalx()){}refresh()}function opt(A){enter();if(A=="+"||A=="-"){vg=1}else{if(A=="*"||A=="/"){vg=2}else{if(A=="pow"||A=="apow"){vg=3}}}if(level>0&&vg<=uI[0].vg){evalx()}if(!push(value,A,vg)){value="NAN"}refresh()}function enter(){if(exponent){value=value*Math.exp(Hj*Math.LN10)}entered=true;exponent=false;decimal=0;fixed=0}function numInput(A){if(entered){value=0;digits=0;entered=false}if(A==0&&digits==0){refresh();return }if(exponent){if(Hj<0){A=-A}if(digits<3){Hj=Hj*10+A;++digits;refresh()}return }if(value<0){A=-A}if(digits0){decimal=decimal*10;value=value+(A/decimal);++fixed}else{value=value*10+A}}refresh()}function exp(){if(entered||exponent){return }exponent=true;Hj=0;digits=0;decimal=0;refresh()}function func(D){enter();if(D=="1/x"){value=1/value}if(D=="pc"){value=value/100}if(D=="qc"){value=value/1000}else{if(D=="swap"){var B=value;value=uI[0].value;uI[0].value=B}else{if(D=="n! Estimating is best done by professionals with a clear understanding of the engineering and construction requirements of a particular project. If the rock you have is about the size of a basketball, you can equate its volume to that of a basketball. document.calculator.img3.src="https://www.artfiberglass.com/calc/images/notreq.jpg"; if(Shape=="4")/*Octagon Points*/ "); document.calculator.units3.selectedIndex="6"; document.calculator.img2.src="https://www.artfiberglass.com/calc/images/length.jpg"; CALCULATE A CUBIC YARD: length x width x depth---divided by 27 = the cubic yard (use .5 for 6 inch measurements) 1 YARD COVERS A AREA AT: 2" deep--162 square feet 3" deep--108 square feet (note: all figers are approx. } if(unit=="meter") per cubic yard, Washed Gravel1.35 tons (2,700 lb.) document.calculator.units0.selectedIndex="0"; Unusually light or heavy rocks may fall outside of this range. Dolomite gravel. Terms and Conditions | Return Policy | Privacy Policy | Shipping Information, jQuery(document).ready(function() { Converted=DensityConverter(Density,Units); Then input your desired river rock depth. document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; But it is less demanding. * The weight value will be calculated when you If "fire glass" is new to you, you can learn more about that by checking out our fire glass calculator. } if(MatlSelect!="0"){ The software is programmed in Visual Studio using c# language. } ), If the density of the rock is given in g/cm. if(!Valid) volume = length width depth. "}else{j=E.length-1;while(j>=0&&E.charAt(j)=="0"){--j}E=E.substring(0,j+1)}E+=" "+A}else{var J=false;if(I<0){I=-I;J=true}var C=Math.floor(I);var K=I-C;var D=totalDigits-(""+C).length-1;if(!entered&&fixed>0){D=fixed}var F=" 1000000000000000000".substring(1,D+2)+"";if((F=="")||(F==" ")){F=1}else{F=parseInt(F)}var B=Math.floor(K*F+0.5);C=Math.floor(Math.floor(I*F+0.5)/F);if(J){E="-"+C}else{E=""+C}var H="00000000000000"+B;H=H.substring(H.length-D,H.length);G=H.length-1;if(entered||fixed==0){while(G>=0&&H.charAt(G)=="0"){--G}H=H.substring(0,G+1)}if(G>=0){E+=". Weight=(Values[0] * Values[1] * Values[1] * Values[2] * Values[4]); We have also equipped this tool with a river rock cost calculator, so you can also quickly know how much your river rock will cost you for your entire project. It also estimates the cost of purchasing a given amount of gravel. value=value*62.42797; alert("You must enter a value for each dimension. default unit. }); var MatlSelect; box to start a custom material weight calculation. So, on average, a soccer-ball-sized rock will weigh 34.98 pounds. 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