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4 changes: 2 additions & 2 deletions public/dimensional_analysis.py
Original file line number Diff line number Diff line change
Expand Up @@ -1141,9 +1141,9 @@ def custom_integral(local_expr: Expr, global_expr: Expr, dummy_integral_var: Sym
lower_limit: Expr | None = None, upper_limit: Expr | None = None,
lower_limit_dims: Expr | None = None, upper_limit_dims: Expr | None = None):
if lower_limit is not None and upper_limit is not None:
return Integral(local_expr, (dummy_integral_var, lower_limit, upper_limit)).subs({dummy_integral_var: integral_var})
return Integral(local_expr, (dummy_integral_var, lower_limit, upper_limit)).doit().subs({dummy_integral_var: integral_var})
else:
return Integral(local_expr, dummy_integral_var).subs({dummy_integral_var: integral_var})
return Integral(local_expr, dummy_integral_var).doit().subs({dummy_integral_var: integral_var})

def custom_integral_dims(local_expr: Expr, global_expr: Expr, dummy_integral_var: Symbol, integral_var: Expr,
lower_limit: Expr | None = None, upper_limit: Expr | None = None,
Expand Down
75 changes: 75 additions & 0 deletions tests/test_calc.spec.mjs
Original file line number Diff line number Diff line change
Expand Up @@ -338,3 +338,78 @@ test('Test calculus units when operand contains placeholder function', async ()
expect(content).toBe('m^2');

});

test('Test indefinite integral substitution bug #272', async () => {
await page.setLatex(0, String.raw`\int\left(-L+S\right)\mathrm{d}\left(S\right)=`);

await page.locator('#add-math-cell').click();
await page.setLatex(1, String.raw`\int_0^{S}\left(-L+S\right)\mathrm{d}\left(S\right)=`);

await page.locator('#add-math-cell').click();
await page.setLatex(2, String.raw`S=L`);

await page.waitForSelector('.status-footer', {state: 'detached'});

let content = await page.textContent('#result-value-0');
expect(content).toBe(String.raw`- \frac{L^{2}}{2}`);

content = await page.textContent('#result-value-0');
expect(content).toBe(String.raw`- \frac{L^{2}}{2}`);
});

test('Test derivative substitution order', async () => {
await page.setLatex(0, String.raw`\frac{\mathrm{d}}{\mathrm{d}\left(S\right)}\left(-L^2+S^2\right)=`);

await page.locator('#add-math-cell').click();
await page.setLatex(1, String.raw`S=L`);

await page.waitForSelector('.status-footer', {state: 'detached'});

let content = await page.textContent('#result-value-0');
expect(content).toBe(String.raw`2 L`);
});

test('Test numerical integral and derivative using interpolation function', async () => {
await page.setLatex(0, String.raw`\int_{0\left\lbrack in\right\rbrack}^{2\left\lbrack in\right\rbrack}\left(\mathrm{Interp1}\left(S\right)\right)\mathrm{d}\left(S\right)=\left\lbrack in^2\right\rbrack`);

await page.locator('#add-math-cell').click();
await page.setLatex(1, String.raw`\frac{\mathrm{d}}{\mathrm{d}\left(S\right)}\left(\mathrm{Interp1}\left(S\right)\right)=`);

await page.locator('#add-math-cell').click();
await page.setLatex(2, String.raw`S=1.5\left\lbrack in\right\rbrack`);

await page.locator('#add-data-table-cell').click();

await page.locator('#parameter-units-3-0 >> math-field').type('[in]');
await page.locator('#parameter-units-3-1 >> math-field').type('[in]');

await page.locator('#data-table-input-3-0-0').click();

await page.keyboard.type('0');
await page.keyboard.press('Tab');
await page.keyboard.type('0');
await page.keyboard.press('Enter');

await page.keyboard.type('1');
await page.keyboard.press('Tab');
await page.keyboard.type('1');
await page.keyboard.press('Enter');

await page.keyboard.type('2');
await page.keyboard.press('Tab');
await page.keyboard.type('0');

await page.getByRole('button', { name: 'Add Interpolation' }).click();

await page.waitForSelector('.status-footer', {state: 'detached'});

let content = await page.textContent('#result-value-0');
expect(parseLatexFloat(content)).toBeCloseTo(1, 5);
content = await page.textContent('#result-units-0');
expect(content).toBe('in^2');

content = await page.textContent('#result-value-1');
expect(parseLatexFloat(content)).toBeCloseTo(-1, 9);
content = await page.textContent('#result-units-1');
expect(content).toBe('');
});