Coupled with a little preparation, this calculator will ensure that your project will be a walk in the park! if(unit=="meter") )Continue, Adding river rocks to aquariums is both fun and important for many reasons. if((selShape=="0"||selShape=="4")&&(val2=="")){ Once you determine the length, width, and height of the stone. Then measure the length, width, and height of the stone. For example, you can polish rough rocks to reveal very beautiful stones of high value. Here are seven solutions for you: 1. document.calculator.img1.src="https://www.artfiberglass.com/calc/images/diameter.jpg"; if((val1=="")){ value=value*0.03613; document.calculator.units3.selectedIndex="6"; So, on average, a 1000 cm3 piece of rhyolite weighs 2530 grams (5.58 pounds). Size 5-10" 10-15" 15-20" 20-25" Approx. value=value*0.0160184; Values[4]=UnitConverter(Values[4],"cm"); 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. Use light-colored river rocks for a cooler garden as they tend to reflect more sunlight than the dark-colored ones that absorb heat more. Granite, solid volume to weight conversion - Aqua-Calc For pavers, enter in the total square footage of either your order or your stone project. The weight of granite depends on its density. (Read Before Buying! Use our river rock calculator to estimate how much river rock you need for your project. Crushed granite. 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. Download the visual studio codes as a .zip file here: QuickRMR_VScode. alert("You must enter a value for each dimension. alert("You must enter a value for each dimension. Less than 13 pounds per square foot. 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. 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. So, considering volume and density, how much do rocks weigh? Calculator Result. Of course, there will be some landscaping rocks smaller or bigger than this. var imgshape; t1 = jQuery("#l1").val() * jQuery("#w1").val(); if(unit=="1") To get an actual weight instead of a range, you can work with the median of the density range. Filling a square lot that measures 1 yard on both sides with river rock costs around $4-$7 per inch thickness. 28.0 - 30.0. Weight=(Values[0] * Values[1] * Values[1] * Values[2] * Values[4]); Values[0]=DensityConverter(Values[0],Units[0]); box to start a custom material weight calculation. value=value*0.001; When multiplied by 165 pounds, the result is 34.98 pounds. var Weight=new Number(0); /*Rounding grams*/ Make Gravel Calculator } 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. return false; document.calculator.img2.src="https://www.artfiberglass.com/calc/images/width.jpg"; Your landscape rock coverage calculator would look like this: Circular areas require a bit more calculation. per cubic yard, Landscape Gravels1.20 1.35 tons (2,400 2,700 lb.) if(selShape=="1"){ to the drawing at right-side of screen. } /*Converting to kilograms*/ By putting your stylistic imprint on your displays in glass jars, you can jazz up your window, Read More How to Display Rocks in a Jar? } When volume is constant, the weight of rocks depends on their density since not all of them have the same internal structure. Gravel Calculator: How Much Gravel Do You Need? function ResetShape(){ Finding the tonnage of specific materials such as aggregates is a matter of multiplying its occupied volume by its unit weight. } if(selShape=="6"){ very hard granite rock, quartz porphyry, very hard granite, hard flinty shale, quartzite, very hard sand rock, and very hard calcite. BOULDER AND STONE WEIGHT CALCULATIONS | landscapingu So, when measuring any dimension, ensure you measure the longest distance between the two reference points. This is one of the heaviest boulder materials you might encounter. Phone: 1 541-359-4708. Unit Weight of Rocks | Rock Stability | GEO5 | Online Help The wrong type of rock can act as a detriment to both your aquarium fish and water quality. Rocks equal to or smaller than the diameter of a penny qualify as pebbles. To calculate how much gravel you need to cover a rectangular area you need to multiply the volume by the gravel density. document.calculator.weight.value=""; value=value/10; 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. document.calculator.weight2.value=WeightTemp2; Multiply 400 x 172.5, and you get 69,000 pounds. volume = 10 10 1 = 100 cu ft. cu yds = 100 cu ft / 27 = 3.7. weight = cu yds density. Marble * Granite River rocks vary in size, texture, and even color, and which one you use will depend on your taste. if(Shape=="3")/*Hexagon A/F*/ Instructions for using the Weight Calculator: Important notice: all weight calculation results by the weight calculator are for estimate reference only. Unusually light or heavy rocks may fall outside of this range. } Calculating the weight of a granite rock - Heavy Equipment Forums Compare color and shapes, flats and corners, sizes and specifications, and shipping options. Crushed stone. Some of these rocks may already be familiar to you, while some may be new: In our table above, we have also included the densities of these rocks, as we will be using these values to determine the weight of your river rock. "}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+=". Units[2]=document.calculator.units2.options[document.calculator.units2.selectedIndex].text; document.calculator.units1.selectedIndex="3"; if(unit=="inch") www.engnet.com 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). if(unit=="0") Record it as the starting volume of the water (V, Check the grading of the container that corresponds with the new water level. . function gObj(obj) {var theObj;if(document.all){if(typeof obj=="string"){return document.all(obj);}else{return obj.style;}}if(document.getElementById){if(typeof obj=="string"){return document.getElementById(obj);}else{return obj.style;}}return null;}function trimAll(sString){while (sString.substring(0,1) == ' '){sString = sString.substring(1, sString.length);}while (sString.substring(sString.length-1, sString.length) == ' '){sString = sString.substring(0,sString.length-1);} return sString;} function showDebugInfo(){}function r(A){if(A=="10x"||A=="log"||A=="ex"||A=="ln"||A=="sin"||A=="asin"||A=="cos"||A=="acos"||A=="tan"||A=="atan"||A=="e"||A=="pi"||A=="n!"||A=="x2"||A=="1/x"||A=="swap"||A=="x3"||A=="3x"||A=="RND"||A=="M-"||A=="qc"||A=="MC"||A=="MR"||A=="MS"||A=="M+"||A=="sqrt"||A=="pc"){func(A)}else{if(A==1||A==2||A==3||A==4||A==5||A==6||A==7||A==8||A==9||A==0){numInput(A)}else{if(A=="pow"||A=="apow"||A=="+"||A=="-"||A=="*"||A=="/"){opt(A)}else{if(A=="("){popen()}else{if(A==")"){pclose()}else{if(A=="EXP"){exp()}else{if(A==". In this case, it is best to measure the dimensions of the rock and calculate the weight using the rock's volume and specific gravity. return false; document.calculator.imgshape.src="https://www.artfiberglass.com/calc/images/tube.jpg"; 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. Units[3]=document.calculator.units3.options[document.calculator.units3.selectedIndex].text; Can you keep lava rocks from exploding? per cubic yard. Phone 831.768.2300. document.calculator.units3.selectedIndex="6"; 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. Weight2=Weight*0.002205; alert("You must enter a value for each dimension. Marble * Granite * Stone * Miscellaneous. document.calculator.value1.value=""; Then with a median density range of 0.95 g/cm3,1000, cm3of pumice weighs 950 grams (2.1 pounds). When combined with other underground structures like perforated drainage pipes and other subgrade rock layers, they can also prevent water puddling and soil erosion. alert("You must enter a value for each dimension. This makes their average volume 0.258 cubic feet. 312+ PhD Experts 9.5/10 Quality score 88759 . When using the formula above, be wary of the units. t2 = jQuery("#l2").val() * jQuery("#w2").val(); WeightTemp=Weight*100000000; /*Rounding really really small pounds*/ Units=document.calculator.units0.selectedIndex; Values[2]=document.calculator.value2.value; } value=value*1000; WeightTemp=Weight/1000; 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. .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} 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