Key Takeaways
- Build amortization schedules monthly even if the pro forma is annual—sum months for annual debt service.
- Interest-only periods reduce early debt service but delay principal paydown, affecting exit proceeds.
- Variable-rate loans require year-by-year rate assumptions and payment recalculation—critical for bridge loan stress-testing.
- Refinance events create three cash flow items: new proceeds, old loan payoff, and closing costs.
The debt amortization schedule is a fundamental building block of every acquisition model. It calculates the monthly or annual principal and interest payments, tracks the declining loan balance, and provides the debt service and remaining balance figures needed for cash flow and exit analysis. This lesson teaches you to build an amortization schedule from scratch and extend it to handle interest-only periods, variable rates, and refinancing.
Building the Basic Amortization Schedule
A fully amortizing loan has constant total payments (principal + interest), with the interest portion declining and the principal portion increasing over time. The monthly payment is calculated using the PMT function: PMT(rate/12, term_months, -loan_amount). For our 20-unit example: PMT(6.5%/12, 360, -$1,600,000) = $10,114/month or approximately $121,370/year (we used $96,000 annual for simplicity in earlier lessons; the exact figure depends on compounding method). Each month, interest = remaining balance x monthly rate, principal = total payment - interest, and new balance = previous balance - principal. Build this as a monthly schedule even if your pro forma is annual—sum 12 months to get annual debt service and use the December balance as the year-end balance.
Interest-Only Periods and Variable Rates
Many commercial loans include an initial interest-only (IO) period of 1-5 years, followed by amortization. During the IO period, the payment equals only the interest (balance x rate / 12), and the loan balance does not decrease. After the IO period, the remaining balance amortizes over the remaining term. To model this, add a conditional to your schedule: if the period is within the IO window, payment = interest only; otherwise, calculate the amortizing payment based on the remaining balance and remaining term. For variable-rate loans (SOFR + spread), include a rate assumption for each year and recalculate payments whenever the rate changes. This is critical for bridge loans where rate increases can significantly impact DSCR.
Modeling Refinance Events
Refinance events occur when existing debt is replaced with new debt, typically to take advantage of lower rates, extract equity, or transition from bridge to permanent financing. In the model, a refinance creates three cash flow events: (1) new loan proceeds received, (2) payoff of existing loan balance, and (3) closing costs (origination fees, legal, title). The net refinance proceeds = new loan amount - existing loan payoff - closing costs. If positive, this represents a cash distribution to equity. After the refinance, the amortization schedule starts fresh with the new loan terms. Model the new loan with its own assumptions (rate, term, amortization, IO period) and update the debt service figures in the cash flow projection from the refinance date forward.
Guided Practice: Modeling a Bridge-to-Permanent Refinance
A 30-unit value-add property is acquired with a $3M bridge loan at SOFR+400bps (currently 9.3%), 24-month term, interest-only, with a plan to refinance into permanent debt after stabilization.
- 1Build the bridge loan IO schedule: $3,000,000 x 9.3% / 12 = $23,250/month interest-only payment. Annual debt service = $279,000.
- 2Project stabilized NOI at Month 24: $310,000 (after renovation and lease-up). DSCR on bridge debt = 1.11x—adequate for the IO period.
- 3Model permanent refinance at Month 25: stabilized value = $310,000 / 0.065 cap rate = $4,769,231. Max LTV 75% = $3,576,923 new loan.
- 4Permanent loan terms: 6.0%, 30-year amortization, fully amortizing. Monthly payment = PMT(0.06/12, 360, -3,576,923) = $21,445. Annual DS = $257,340.
- 5Net refinance proceeds: $3,576,923 - $3,000,000 bridge payoff - $71,538 closing costs (2%) = $505,385 cash-out to equity.
- 6Post-refinance DSCR: $310,000 / $257,340 = 1.20x—meets permanent lender minimum. Model projects 19.2% IRR including the cash-out refinance.
Key Takeaways
- ✓Build amortization schedules monthly even if the pro forma is annual—sum months for annual debt service.
- ✓Interest-only periods reduce early debt service but delay principal paydown, affecting exit proceeds.
- ✓Variable-rate loans require year-by-year rate assumptions and payment recalculation—critical for bridge loan stress-testing.
- ✓Refinance events create three cash flow items: new proceeds, old loan payoff, and closing costs.
Sources
Common Mistakes to Avoid
Forgetting to model the refinance costs (origination fees, legal, appraisal) when transitioning from bridge to permanent financing
Consequence: Understates total project costs and overstates returns by omitting 1-2% refinance costs
Correction: Include all refinance costs (typically 1-2% of new loan amount) as a cash outflow in the refinance year of the model
Using annual debt service calculations instead of monthly amortization
Consequence: Annual approximations introduce rounding errors in interest allocation and principal paydown timing
Correction: Build the amortization schedule monthly, then aggregate to annual for the pro forma summary
Test Your Knowledge
1.What is the formula for calculating a fixed monthly mortgage payment?
2.How does an interest-only period affect the amortization schedule?
3.What does a bridge-to-permanent refinance model?