require File.dirname(__FILE__)+"/spec_helper.rb" describe Rubyvis::Scale::Linear do if Rubyvis::JohnsonLoader.available? context "direct protovis API comparison" do before(:all) do @rt= Rubyvis::JohnsonLoader.new().runtime end before do @h=280 @h_dom=1000 @y = Rubyvis.Scale.linear(0, @h_dom).range(0,@h) @rt[:h_dom] = @h_dom @rt[:h] = @h @y_js=@rt.evaluate("y=pv.Scale.linear(0, h_dom).range(0,h)") @v1,@v2,@v3=rand(),rand()+3,rand()+5 @rt[:v1]=@v1 @rt[:v2]=@v2 @rt[:v3]=@v3 end it "domain() implemented equally" do @y.domain(@v1) @rt.evaluate("y.domain(v1)") @y.domain.should==@rt.evaluate("y.domain()").to_a @y.domain(@v1,@v2,@v3) @rt.evaluate("y.domain(v1,v2,v3)") @y.domain.should==@rt.evaluate("y.domain()").to_a end it "scale() implemented equally for complex domain" do @y.domain(@v1,@v2,@v3) @rt.evaluate("y.domain(v1,v2,v3)") @y.scale(@v1+1).should==@rt.evaluate("y(v1+1)") @y.scale(@v2+1).should==@rt.evaluate("y(v2+1)") @y.scale(@v3+1).should==@rt.evaluate("y(v3+1)") end it "invert() implemented equally" do @y.domain(@v1,@v2,@v3) @rt.evaluate("y.domain(v1,v2,v3)") @y.invert(@v1+1).should==@rt.evaluate("y.invert(v1+1)") @y.invert(@v2+1).should==@rt.evaluate("y.invert(v2+1)") @y.invert(@v3+1).should==@rt.evaluate("y.invert(v3+1)") end it "ticks() implemented equally for numbers" do @y.ticks.should==@rt.evaluate("y.ticks()").to_a (5..20).each {|i| @rt[:i]=i @y.ticks(i).should==@rt.evaluate("y.ticks(i)").to_a } end it "nice() implemented equally" do @y.domain(@v1,@v2) @rt.evaluate("y.domain(v1,v2)") @y.nice @rt.evaluate("y.nice()") @y.domain.should==@rt.evaluate("y.domain()").to_a end end end it "should be created as Javascript" do h=280 y = Rubyvis.Scale.linear(0, 1500) end before do @h=280 @h_dom=1000 @y = Rubyvis.Scale.linear(0, @h_dom).range(0,@h) end it "y should be a Scale" do @y.should be_a(Rubyvis::Scale::Linear) end it "should respond to domain" do @y.domain.should==[0, 1000] @y.domain(1) @y.domain.should==[1,1] @y.domain(1,100,300) @y.domain.should==[1,100,300] end it "should respond to range" do @y.range.should==[0, 280] @y.range(1) @y.range.should==[1,1] @y.range(1,100,300) @y.range.should==[1,100,300] end it "should returns correct scale" do @y.scale(@h_dom).should==280 @y[@h_dom].should==280 val=20 @y.scale(val).should be_close(val.quo(@h_dom)*@h.to_f, 0.001) end it "should returns correct invert" do @y.invert(100).should be_close(357.1428, 0.001) @y.invert(200).should be_close(714.2857, 0.001) end it "should returns correct ticks" do @y.ticks.should==[0,100,200,300,400,500,600,700,800,900,1000] @y.ticks(13).should==[0,100,200,300,400,500,600,700,800,900,1000] @y.ticks(5).should==[0,200,400,600,800,1000] end it "should nice nicely" do @y.domain([0.20147987687960267, 0.996679553296417]) @y.nice @y.domain().should==[0.2,1] end it "should returns correct tick_format" do @y.tick_format.should be_instance_of Proc @y.tick_format.call( 2).should=='2' @y.tick_format.call(2.0).should=='2' @y.tick_format.call(2.1).should=='2.1' @y.tick_format.call("a").should=='' end it "should return correct tick_format for small numbers" do @y.domain(0.00001,0.0001) @y.range(0.000001,0.0001) @y.ticks.should==[1.quo(100000), 1.quo(50000), 3.quo(100000), 1.quo(25000), 1.quo(20000), 3.quo(50000), 7.quo(100000), 1.quo(12500), 9.quo(100000), 1.quo(10000)] @y.tick_format.call(0.2).should=='0.20000' end end