Quick answer: how is Shivavasa calculated?
In the convention demonstrated here, number tithis continuously from Shukla Pratipada = 1 through Amavasya = 30. Calculate (2 × tithi number + 5) divided by 7. Read remainders 1–6 as Kailash, Gauri, Nandi, Sabha, Bhojana and Krida; treat remainder 0 as 7, or Smashana. The formula is a traditional timing aid used in some Rudrabhishek guidance. It does not set a universal rule for ordinary Shiva worship.
- Krishna tithis continue at 16–30 in this example; they do not restart at 1.
- The remainder-to-state table is part of the method and must be stated with the formula.
- A vrata or temple tradition may have its own instructions; do not treat this calculation as a prediction.
What Shivavasa is used to describe
Shivavasa is a Panchang field that names one of seven traditional states or residences associated with Shiva. In some muhurta resources it is considered when selecting a time for Rudrabhishek or a desire-oriented Shiva ritual. A daily Panchang may show the state that holds until a tithi changes and then show the next state. This is a timing convention inside a ritual calendar, not a personality reading or a measure of devotion.
The names—Kailash, Gauri's presence, Nandi, Sabha, Bhojana, Krida and Smashana—are traditional labels. Texts and ritual manuals may pair them with auspicious or cautionary interpretations for a specific type of observance. This article focuses on how one formula produces the label. It does not promise that an outcome will occur, and it does not make a judgment about the quality of someone's prayer.
Ordinary remembrance of Shiva, mantra recitation or a simple home prayer should not be treated as forbidden solely because a web table gives one state. If a priest, family calendar or temple has a specific rule for an abhishek, ask which text, tithi numbering and exception it follows. A festival or vrata may have its own night schedule and ritual sequence; that instruction should not be replaced by a generic calculator output.
| Question | What this method can answer | What it cannot establish |
|---|---|---|
| Which label appears? | The seven-state result for a numbered tithi | A guaranteed worldly outcome |
| When does it change? | At the tithi boundary in the chosen Panchang | A universal daily prohibition |
| Which event uses it? | A stated ritual-timing convention | Whether all ordinary worship should stop |
For the underlying lunar-day field, read tithi versus civil date. The guide to simple daily home puja covers ordinary devotion separately.
Define the tithi number before calculating
The example uses a continuous 30-tithi index. Shukla Pratipada is 1, Shukla Dvitiya is 2, and Shukla Purnima is 15. Krishna Pratipada is 16, Krishna Dvitiya is 17, and Krishna Amavasya is 30. A Tattvamasi Ashram Panchang print demonstrates this convention by using Krishna Dvitiya as tithi 17 in its worked Shiva-residence example.
Some online summaries instead display each fortnight's tithi as 1 through 15 and may apply a formula based on that local fortnight number. Those results can differ from a continuous index, even when both websites use the words Shivavasa or Shiva Vasa. Neither number can be substituted silently. Use the index stated by the method whose remainder table you are applying.
The tithi itself is an astronomical interval, not a midnight-based date name. It follows the Sun–Moon angular separation and can begin or end during the local day. A Panchang entry should state where the date is observed and how times beyond midnight are displayed. See how to read after-midnight Panchang times if the transition is printed as 25:00 or with a next-day marker.
| Number | Tithi | Number | Tithi |
|---|---|---|---|
| 1 | Shukla Pratipada | 16 | Krishna Pratipada |
| 2 | Shukla Dvitiya | 17 | Krishna Dvitiya |
| 8 | Shukla Ashtami | 23 | Krishna Ashtami |
| 14 | Shukla Chaturdashi | 29 | Krishna Chaturdashi |
| 15 | Shukla Purnima | 30 | Krishna Amavasya |
The seven-state formula and remainder key
Let T be the continuous tithi number from 1 to 30. Multiply T by two, add five and divide by seven: (2T + 5) mod 7. “Mod 7” means the remainder after division by seven. If the remainder is 0, this method reads it as the seventh result rather than leaving it unmapped. That detail matters: without the zero rule, one of the seven states disappears from the answer.
A Sanskrit verse printed with the calculation enumerates the result in order: one for Kailash, two for Gauri, three for Shiva on Nandi, four for the assembly, five for Bhojana, six for Krida and seven for Smashana. The table below follows that mapping. A tithi changes over continuous time, so a daily Panchang may update the state when its tithi changes rather than keeping one value for the whole midnight-to-midnight date.
This arithmetic is easy to audit by hand. First check whether the source counts Krishna tithis from 16 or restarts at 1; next compute the total; then use integer division and record the remainder. Finally, map 0 to 7 if that source says to do so. A formula without its index and mapping is not a complete explanation.
| Remainder | Shivavasa label | Traditional wording |
|---|---|---|
| 1 | Kailash | Shiva on Kailash |
| 2 | Gauri | Shiva with Gauri |
| 3 | Nandi | Shiva on or with Nandi |
| 4 | Sabha | Shiva in an assembly |
| 5 | Bhojana | Shiva at a meal |
| 6 | Krida | Shiva at play |
| 0 → 7 | Smashana | Shiva in the cremation ground |
A complete 30-tithi calculation cycle
The table below applies the same formula to every continuous tithi index. It is an arithmetic reference, not a dated ephemeris. The repeating seven-result pattern is visible: each step in the tithi index adds two to the total, so the remainder advances by two modulo seven. After seven tithis, the sequence returns to the same remainder because 2 × 7 is divisible by 7.
Notice how the fortnight boundary is handled. Shukla Purnima is 15 and Krishna Pratipada is 16; the formula does not restart at the second row. If a local tool follows a different method, its Krishna rows may not match this table. The point is not to declare every local calendar wrong; it is to make the chosen calculation reproducible and to identify which convention generated each displayed result.
When comparing software, keep the tithi index, formula, zero mapping and reference time in view. Tithi end times differ if providers use different astronomical settings or rounding. The state can change at that boundary, so a page that gives one label for an entire civil date may be summarizing a sunrise value or another selected instant. Read the method note before comparing individual rows.
| T | Paksha and tithi | 2T + 5 | Remainder | Mapped state |
|---|---|---|---|---|
| 1 | Shukla Pratipada | 7 | 0 → 7 | Smashana |
| 2 | Shukla Dvitiya | 9 | 2 | Gauri |
| 3 | Shukla Tritiya | 11 | 4 | Sabha |
| 4 | Shukla Chaturthi | 13 | 6 | Krida |
| 5 | Shukla Panchami | 15 | 1 | Kailash |
| 6 | Shukla Shashthi | 17 | 3 | Nandi |
| 7 | Shukla Saptami | 19 | 5 | Bhojana |
| 8 | Shukla Ashtami | 21 | 0 → 7 | Smashana |
| 9 | Shukla Navami | 23 | 2 | Gauri |
| 10 | Shukla Dashami | 25 | 4 | Sabha |
| 11 | Shukla Ekadashi | 27 | 6 | Krida |
| 12 | Shukla Dvadashi | 29 | 1 | Kailash |
| 13 | Shukla Trayodashi | 31 | 3 | Nandi |
| 14 | Shukla Chaturdashi | 33 | 5 | Bhojana |
| 15 | Shukla Purnima | 35 | 0 → 7 | Smashana |
| 16 | Krishna Pratipada | 37 | 2 | Gauri |
| 17 | Krishna Dvitiya | 39 | 4 | Sabha |
| 18 | Krishna Tritiya | 41 | 6 | Krida |
| 19 | Krishna Chaturthi | 43 | 1 | Kailash |
| 20 | Krishna Panchami | 45 | 3 | Nandi |
| 21 | Krishna Shashthi | 47 | 5 | Bhojana |
| 22 | Krishna Saptami | 49 | 0 → 7 | Smashana |
| 23 | Krishna Ashtami | 51 | 2 | Gauri |
| 24 | Krishna Navami | 53 | 4 | Sabha |
| 25 | Krishna Dashami | 55 | 6 | Krida |
| 26 | Krishna Ekadashi | 57 | 1 | Kailash |
| 27 | Krishna Dvadashi | 59 | 3 | Nandi |
| 28 | Krishna Trayodashi | 61 | 5 | Bhojana |
| 29 | Krishna Chaturdashi | 63 | 0 → 7 | Smashana |
| 30 | Krishna Amavasya | 65 | 2 | Gauri |
Two worked calculations
For Krishna Dvitiya under the continuous index, T = 17. The arithmetic is 2 × 17 + 5 = 39. Divide 39 by 7: 7 × 5 = 35 and 39 − 35 = 4. Remainder 4 maps to Sabha in this table. A second check uses Krishna Chaturdashi, T = 29: 2 × 29 + 5 = 63. Since 63 is exactly divisible by seven, the remainder is zero; the stated convention reads zero as seven, which maps to Smashana.
These examples are independent of weekday because this specific formula uses tithi alone. If a website's Shiva Vasa formula also includes weekday, it is a different method and should not be merged with the tithi-only mapping. Likewise, a result based on tithi 2 inside Krishna Paksha is not interchangeable with T = 17 in this continuous sequence.
The two examples are arithmetic checks rather than current ritual timings. For a live Panchang, find which tithi is active at the intended local time, then use the same source's tithi index. If the tithi changes before the planned act, recompute. A birthday, festival date or sunrise label by itself does not determine which tithi applies at every clock minute.
| Example | Calculation | Result under this key |
|---|---|---|
| Krishna Dvitiya, T = 17 | (2 × 17 + 5) = 39; 39 mod 7 = 4 | Sabha |
| Krishna Chaturdashi, T = 29 | (2 × 29 + 5) = 63; 63 mod 7 = 0 → 7 | Smashana |
When the label changes and how to read a local Panchang
Tithi is a moving lunar interval. If its boundary occurs during the local day, Shivavasa may change at that point in a Panchang that tracks the active tithi continuously. The sunrise entry and the evening entry can therefore carry different labels. A table may attach the interval to a sunrise-based Hindu date even when its clock endpoint falls after midnight; retain the city's timezone and next-day notation.
To compare two displays, check the astronomical tithi, its end time, the place and the indexing scheme. Then recalculate the remainder independently. If the tithi agrees but the state does not, inspect the zero rule and mapping. If the tithi differs, inspect the date boundary, ephemeris settings, ayanamsha where relevant, and rounding. A state label without a tithi end time is not enough to establish which state holds at a particular ritual moment.
Use one source for one decision. Copying a tithi from a sunrise table, a formula from one website and a result mapping from another creates a hybrid that no source may actually endorse. The page why Panchang apps differ is a useful companion when two local calculators disagree.
| Item | Record this |
|---|---|
| Observation | City, civil date and timezone |
| Panchang method | Publisher and stated calculation convention |
| Tithi | Name, continuous number and transition time |
| Arithmetic | 2T + 5, divisor 7, remainder and zero mapping |
| Use | The specific ritual context and officiant's instruction |
Ritual context, special days and limits
The use of Shivavasa is associated in some guides with selecting a time for Rudrabhishek or related formal worship. That narrow context is different from the claim that Shiva cannot be worshipped on another day. Devotional practices, family vows and temple schedules may follow their own authority. A general formula should not be used to cancel a prescribed observance without asking the person responsible for the ritual.
Maha Shivaratri and other festival nights have their own calendar, vrata and puja instructions, including local observance traditions. A time-state table may still appear on the same page, but it should not be taken as an override of the festival's stated rule. Ask whether the formula is advisory for a voluntary muhurta, part of a specific ritual manual, or simply a descriptive almanac field.
Traditional texts sometimes attach auspicious or cautionary fruits to the seven labels. We report those as interpretations within a named tradition, not as guarantees. The calculation cannot establish that prayer will fail, that illness will occur or that a person should avoid ordinary worship. For a formal ceremony, the officiant can explain the relevant source and any lineage-specific exceptions.
For the festival context, see Maha Shivaratri; for the ordinary household sequence, see simple daily home puja for beginners.
Frequently asked questions
Common questions about Shivavasa.What formula is used for Shivavasa here?
For the continuous tithi number T from 1 to 30, calculate (2T + 5) mod 7. The source convention treats remainder zero as seven.
What number is Krishna Dvitiya?
It is 17 in the continuous sequence used here: Shukla Pratipada is 1, Purnima is 15, Krishna Pratipada is 16 and Krishna Dvitiya is 17.
What does a zero remainder mean?
This convention maps zero to the seventh result, Smashana. Verify the zero rule and mapping in the same source as the formula.
Does Shivavasa restrict every kind of Shiva worship?
No. Some guides consider it for particular muhurta contexts such as Rudrabhishek. It is not a universal ban on daily prayer, remembrance or temple worship.
Can the label change during a date?
Yes. If the active tithi changes, a tithi-based state may change too. Use the local tithi boundary and the source's date convention.
Does the state guarantee an auspicious or harmful result?
No. The labels and interpretations belong to a traditional method; they do not predict a person's health, success or future.