Refine beam section figure and derive As from bars
- Derive As from the provided longitudinal bars instead of taking it as input; drop the redundant As_bars output and update tests. - Draw a fixed schematic 1 in cover and pin the bottom bars to the stirrup's bottom leg so the figure no longer depends on cover or d. - Fixed stirrup stroke with a rounded 3 pt corner radius. - Right-align the figure, constrain its caption to the image width, and shorten the caption to "Beam cross-section". - Document input.yaml fields.
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8 changed files with 638 additions and 680 deletions
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@ -63,7 +63,6 @@ def compute(inp: dict) -> dict:
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d = quantity(inp["d"], "in", "d")
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fc = quantity(inp["fc"], "ksi", "fc")
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fy = quantity(inp["fy"], "ksi", "fy")
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As = quantity(inp["As"], "in**2", "As")
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concrete_density = quantity(inp["concrete_density"], "pcf", "concrete_density")
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cover = quantity(inp["cover"], "in", "cover")
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stirrup_size = bar_number(inp["stirrup_size"], "stirrup_size")
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@ -73,6 +72,11 @@ def compute(inp: dict) -> dict:
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top_bar_size = bar_number(inp["top_bar_size"], "top_bar_size")
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n_top_bars = count(inp["n_top_bars"], "n_top_bars")
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stirrup_db = stirrup_size / 8.0
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bar_db = bar_size / 8.0
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top_bar_db = top_bar_size / 8.0
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As = n_bars * math.pi * bar_db**2 / 4.0
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self_weight = (bw * h / 144.0) * concrete_density / 1000.0
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wD = D * tributary / 1000.0 + self_weight
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wL = L * tributary / 1000.0
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@ -97,11 +101,6 @@ def compute(inp: dict) -> dict:
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Vc = 2.0 * math.sqrt(fc * 1000.0) * bw * d / 1000.0
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phiVc = 0.75 * Vc
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stirrup_db = stirrup_size / 8.0
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bar_db = bar_size / 8.0
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top_bar_db = top_bar_size / 8.0
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As_bars = n_bars * math.pi * bar_db**2 / 4.0
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bottom_centroid = h - d
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min_bottom_centroid = cover + stirrup_db + bar_db / 2.0
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if bottom_centroid < min_bottom_centroid:
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@ -153,7 +152,6 @@ def compute(inp: dict) -> dict:
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"top_bar_size": top_bar_size,
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"n_top_bars": n_top_bars,
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"top_bar_db": q(top_bar_db),
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"As_bars": q(As_bars),
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},
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"checks": {
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"flexure": {
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