Nearest-neighbour melting temperature
A more accurate primer Tm than the Wallace rule, using SantaLucia 1998 nearest-neighbour thermodynamics with salt and primer-concentration corrections.
How it works
Formula
Tm = ΔH° ÷ (ΔS° + R·ln(C_T/x)) − 273.15, where ΔH° and ΔS° are summed over nearest-neighbour dinucleotides plus initiation (and a symmetry term for palindromes). A salt correction ΔS += 0.368·(N−1)·ln[Na⁺] is applied; R = 1.987 cal/mol·K, C_T is primer concentration, x = 4 (or 1 if self-complementary).
Worked example
For ATCGATCG at 50 mM Na⁺ and 250 nM primer: ΔH° = −57.8 kcal/mol and (salt-corrected) ΔS° = −168.2 cal/mol·K give Tm ≈ 14.2 °C — a realistic, low value for an 8-mer.
When to use it
For designing PCR and qPCR primers, especially longer oligos (≳14 nt) or when matching primer pairs, where the Wallace 2+4 rule is too rough. The Wallace tool remains useful for a quick desk estimate on very short oligos.
Sensible defaults
Defaults use 50 mM monovalent salt and 250 nM primer — typical PCR conditions. Adjust to your reaction’s salt and primer concentrations, which both shift Tm.
Source
Curated, not exhaustive. Nearest-neighbour parameters: SantaLucia (1998) PNAS 95:1460–1465 unified set; salt correction per the same work. Values are reproduced from the standard published table — verify against the primary source for critical design.
FAQ
- How is this different from the Wallace-rule tool?
- The Wallace rule (2×AT + 4×GC) ignores sequence context, salt and concentration. This model uses experimentally derived nearest-neighbour parameters and corrects for salt and oligo concentration, so it is more accurate — particularly for longer primers.
- Why does primer concentration affect Tm?
- Tm is the temperature at which half the strands are hybridised, which depends on how many strands are present. The C_T term in the equation captures that concentration dependence.