Interest Rate Risk Hedging with Swaps

advancedPublished: 2026-01-01

Interest Rate Risk Hedging with Swaps

Interest rate swaps are the primary tool for managing interest rate risk in corporate treasuries and investment portfolios. Companies convert floating-rate debt to fixed, investors adjust portfolio duration, and banks manage asset-liability mismatches—all through swap transactions that exchange fixed for floating interest payments.

Definition and Key Concepts

Swap Structures for Hedging

Hedger TypeExposureSwap PositionResult
Floating-rate borrowerRates rise = higher costPay fixed, receive floatingFixed rate debt
Fixed-rate borrowerOpportunity cost if rates fallPay floating, receive fixedFloating rate debt
Fixed-rate asset holderValue falls if rates risePay fixed, receive floatingDuration reduction
Floating-rate asset holderIncome falls if rates fallPay floating, receive fixedFixed income stream

Duration and DV01

Duration: Sensitivity of value to rate changes (% change per 1% rate move)

DV01: Dollar value of one basis point DV01 = (Portfolio Value × Duration) / 10,000

Example: $100 million portfolio, duration 5 years DV01 = ($100,000,000 × 5) / 10,000 = $50,000

A 1 bp rate rise reduces portfolio value by $50,000.

Hedge Ratio

Swap notional for duration hedge: Swap Notional = (Portfolio DV01 / Swap DV01) × $1,000,000

Swap DV01 by tenor (per $1M):

TenorApproximate DV01
2 year$190
5 year$450
10 year$850
30 year$1,700

How It Works in Practice

Floating-to-Fixed Conversion

Situation: Company has $50 million floating-rate bank loan (SOFR + 150 bps).

Concern: Rising rates will increase interest expense.

Hedge: Enter pay-fixed swap:

  • Notional: $50 million
  • Pay: 4.50% fixed
  • Receive: SOFR
  • Tenor: 5 years (matching loan)

Net position:

ComponentRate
Loan interestSOFR + 150 bps
Swap pay-4.50%
Swap receive+SOFR
Net cost4.50% + 150 bps = 6.00%

The floating rate is converted to a fixed 6.00%.

Duration Hedging

Situation: Pension fund has $500 million fixed-income portfolio with duration of 8 years.

Objective: Reduce duration to 4 years to limit rate risk.

Calculation: Current DV01 = ($500M × 8) / 10,000 = $400,000 Target DV01 = ($500M × 4) / 10,000 = $200,000 Hedge DV01 needed = $200,000

Using 10-year swap (DV01 = $850 per $1M): Swap notional = ($200,000 / $850) × $1,000,000 = $235 million

Hedge: Enter pay-fixed swap at $235 million notional.

Worked Example

Corporate hedging scenario:

Company profile:

  • Floating-rate debt: $200 million (SOFR + 200 bps)
  • Current SOFR: 4.50%
  • Current interest expense: 6.50% = $13 million annually
  • Concern: Fed hiking rates further

Swap terms:

  • Notional: $200 million
  • Fixed rate: 4.75%
  • Floating rate: SOFR (flat)
  • Tenor: 3 years

Year 1 analysis (SOFR rises to 5.25%):

ComponentWithout HedgeWith Hedge
Loan interest (SOFR + 200)$14.5M (7.25%)$14.5M
Swap: Pay fixed-$9.5M (4.75%)
Swap: Receive SOFR+$10.5M (5.25%)
Net interest cost$14.5M (7.25%)$13.5M (6.75%)

Savings from hedge: $1 million

Year 2 analysis (SOFR falls to 3.75%):

ComponentWithout HedgeWith Hedge
Loan interest (SOFR + 200)$11.5M (5.75%)$11.5M
Swap: Pay fixed-$9.5M (4.75%)
Swap: Receive SOFR+$7.5M (3.75%)
Net interest cost$11.5M (5.75%)$13.5M (6.75%)

Cost of hedge: $2 million (rates fell, hedge unnecessary in hindsight)

VaR Analysis

Unhedged interest cost VaR (95%, 1-year): Assuming 1% annual SOFR volatility: VaR = $200M × 1% × 1.65 = $3.3 million potential increase in interest expense

Hedged VaR: Interest expense locked at $13.5M (fixed rate × notional) VaR ≈ $0 for interest rate component

Mark-to-market VaR: Swap MTM changes with rates, but this is accounting volatility, not cash flow risk.

Hedge Ratio Sensitivity

Hedge RatioDuration ReductionResidual Risk
100%8 → 0Over-hedged if rates fall
75%8 → 2Moderate residual
50%8 → 4Balanced
25%8 → 6Minimal hedge

Risks, Limitations, and Tradeoffs

Basis Risk

SOFR vs. loan rate: If loan is priced at SOFR + spread but spread changes:

ScenarioImpact
Spread widensHigher cost than expected
Spread narrowsLower cost than expected

Term SOFR vs. overnight SOFR: Different SOFR variants may not move identically.

Accounting Considerations

TreatmentRequirement
Hedge accountingMust designate and document
MTM through P/LIf no hedge accounting
Cash flow hedgeFor floating-to-fixed conversion
Fair value hedgeFor fixed-rate asset/liability

Counterparty Risk

Cleared swaps: CCP guarantees; minimal counterparty risk Bilateral swaps: Counterparty exposure on MTM gains

Opportunity Cost

Fixing rates means:

  • Missing benefits of rate decreases
  • Locked into fixed payment regardless of market

Common Pitfalls

PitfallDescriptionPrevention
Tenor mismatchSwap maturity differs from debtMatch tenors
Notional mismatchSwap amount differs from exposureVerify amounts
Index mismatchSwap SOFR vs. loan prime rateUse matching index
Early terminationDebt paid off early; swap remainsInclude break clauses

Advanced Strategies

Forward-Starting Swaps

Lock in rates for future debt:

  • Execute swap today
  • Swap starts in 6 months
  • Useful for anticipated borrowing

Swaptions

Buy optionality on rate exposure:

  • Payer swaption: Right to pay fixed
  • Receiver swaption: Right to receive fixed

Partial Hedging

Hedge portion of exposure:

Hedge %Fixed CostRate View
100%KnownRates will rise
50%Partially knownUncertain
0%Fully floatingRates will fall

Checklist and Next Steps

Pre-hedge assessment:

  • Quantify interest rate exposure
  • Calculate current DV01 or sensitivity
  • Determine hedge objective (cash flow vs. MTM)
  • Select appropriate swap tenor
  • Calculate required notional
  • Evaluate accounting treatment

Execution:

  • Obtain swap quotes
  • Verify ISDA documentation in place
  • Execute swap
  • Confirm trade details
  • Document hedge designation (if hedge accounting)

Ongoing management:

  • Monitor swap MTM
  • Track effectiveness
  • Plan for debt maturity or refinancing
  • Review quarterly for rebalancing
  • Document P/L attribution

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