Worked example: attorney fee calculations in Texas

6 min read

Published April 15, 2026 • By DocketMath Team

Example inputs

Run this scenario in DocketMath using the Attorney Fee calculator.

Below is a worked example of how attorney fee calculations typically look when you use DocketMath’s attorney-fee tool for Texas (US-TX).

Because your jurisdiction brief references Texas Code of Criminal Procedure, Chapter 12, the worked example below uses the general/default timing concept tied to that Chapter (and not any claim-type-specific sub-rule). Per your note, no claim-type-specific sub-rule was found, so the tool applies the general/default period.

Gentle disclaimer: This is a worked example of calculation mechanics. It’s not legal advice, and attorney fee recoverability depends on the specific contract, procedure, and governing statutes in the case.

Timing constant used in this example (Texas)

  • General SOL period (default): 0.0833333333 years
  • That equals:
    • 0.0833333333 × 365 ≈ 30.42 days (about 30 days; the tool uses the annualized value directly)

Note: This example uses the general/default period only. No claim-type-specific modification is applied because none was found in the provided jurisdiction data for Texas.

Scenario

Assume you are calculating attorney fees for a Texas matter where you:

  • Expect a base fee under a fee arrangement (e.g., hourly or flat).
  • Include additional components (common examples: motion practice, hearings, research hours).
  • Want to understand how the calculation changes when you update the underlying numbers.

Input table (what you’d enter into DocketMath)

InputExample valueWhat it affects
Hourly rate$300/hourMultiplies by billable hours to form base fee
Billable hours18 hoursDrives the labor-based portion
Additional fee items$600Adds fixed add-ons (e.g., drafting, hearings)
Success multiplier1.2Scales total upward based on the fee structure
Time window factor0.0833333333 yearsApplies the general/default SOL period constant in the tool’s model

Example run

Let’s run the example with the inputs above.

Run the Attorney Fee calculator using the example inputs above. Review the breakdown for intermediate steps (segments, adjustments, or rate changes) so you can see how each input moves the output. Save the result for reference and compare it to your actual scenario.

Step 1: Compute the hourly component

  • Hourly rate = $300/hour
  • Billable hours = 18 hours
  • Hourly component = 300 × 18 = $5,400

Step 2: Add fixed fee items

  • Additional fee items = $600
  • Running total before multiplier = $5,400 + $600 = $6,000

Step 3: Apply the success multiplier

  • Success multiplier = 1.2
  • Fee total after multiplier = 6,000 × 1.2 = $7,200

So far, we’ve built a subtotal purely from typical fee components.

Step 4: Apply the Texas general/default timing constant (Chapter 12 reference)

DocketMath uses the general/default period from your Texas input data:

  • Default period = 0.0833333333 years

In this worked example, we include that constant as a time window factor in the model. The mechanics below show the effect.

If the tool applies the time factor multiplicatively (model form varies by tool configuration), then:

  • Time factor = 0.0833333333
  • Time-adjusted amount = $7,200 × 0.0833333333 ≈ $600

Final output (example)

Depending on how the tool labels outputs, you may see two values:

  • Total fee before timing adjustment: $7,200
  • Timing-adjusted component: ~$600

A typical way to present results from the tool is:

OutputExample result
Total fee (components + multiplier)$7,200
SOL-based timing component (default)~$600
Combined shown by tool (if it sums components)$7,800

If your DocketMath attorney-fee view separates “fee amount” vs “timing window impact,” treat the ~$600 line as the element that changes when you adjust SOL-related inputs.

Texas reference point used in this example

The jurisdiction data cites Texas Code of Criminal Procedure, Chapter 12:

Because the brief does not provide a claim-type-specific override, the calculator applies the general/default period rather than a specialized one.

Sensitivity check

Now let’s test how sensitive the tool’s outputs are to changes in inputs. This helps you decide what to double-check before relying on the numbers.

To test sensitivity, change one high-impact input (like the rate, start date, or cap) and rerun the calculation. Compare the outputs side by side so you can see how small input shifts affect the result.

Sensitivity 1: Increase billable hours by 25%

  • Original billable hours: 18
  • New billable hours: 18 × 1.25 = 22.5

Hourly component:

  • $300 × 22.5 = $6,750

Running total before multiplier:

  • $6,750 + $600 = $7,350

After success multiplier:

  • $7,350 × 1.2 = $8,820

Timing component (if multiplied by 0.0833333333):

  • $8,820 × 0.0833333333 ≈ $735

Change summary:

  • Total fee before timing: $7,200 → $8,820 (+22.5%)
  • Timing component: ~$600 → ~$735 (+22.5%)

Takeaway: In this model, billable hours scale the result proportionally.

Sensitivity 2: Increase hourly rate by 10%

  • New hourly rate = $300 × 1.10 = $330

Hourly component:

  • $330 × 18 = $5,940

Running total before multiplier:

  • $5,940 + $600 = $6,540

After multiplier:

  • $6,540 × 1.2 = $7,848

Timing component:

  • $7,848 × 0.0833333333 ≈ $654

Takeaway: Rate changes flow through the same multiplier path, producing near-proportional changes.

Sensitivity 3: Keep fees constant but change the time factor (hypothetical)

In your provided data, the general/default period is:

  • 0.0833333333 years

If you hypothetically swap that factor (keeping the fee subtotal constant at $7,200):

  • If time factor = 0.0833333333 → timing component ≈ $600
  • If time factor = 0.10 years → timing component = $7,200 × 0.10 = $720

Takeaway: The SOL-based component is directly proportional to the time factor used. That’s why the “general/default only” rule matters.

Quick sensitivity table

ChangeNew assumptionFee before timing (approx.)Timing component (approx.)
Baseline18 hrs, $300/hr$7,200$600
+25% hours22.5 hrs$8,820$735
+10% rate$330/hr$7,848$654
Hypothetical time factor0.10 years$7,200 (fee)$720

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