![can you drink on prozac](data:image/jpeg;base64,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)
![can you drink on prozac](https://sober-house.org/wp-content/uploads/2021/03/logo-ecosober.png)
Know the physical, behavioral, and psychological symptoms of meth withdrawal. Read more about the different treatment options for you or your loved ones struggling with meth abuse. Know the physical, behavioral, and psychological effects of meth highs. Read more about the different treatment options for you or your loved ones struggling with meth addiction. It is not generally recommended to drink alcohol while taking Prozac.
They also improve mood and prevent feelings of depression and anxiety. Prozac is what’s called a selective serotonin reuptake inhibitor and is approved to treat depressive disorder, obsessive compulsive disorder, panic disorder and bulimia. These antidepressants effectively treat various conditions, from chronic pain to anxiety. Researchers believe tricyclic antidepressants improve mood by lowering acetylcholine and increasing serotonin and norepinephrine levels. Under the supervision of a doctor, detoxification programs give you the medical help you need to stop drinking safely and pleasantly. Also, these programs give people a place to go through detox without being pushed to drink or use drugs.
Can I skip a day of Prozac to drink?
On the other hand, you should not skip your dose of Prozac to drink “safely.” Not only does the medication remain in your system for a certain period (which can lead to these reactions,) but symptoms of the disorder fluoxetine are meant to treat and can resurface.
For example, those who are heavy drinkers may be depressed (an issue of co-morbidity). Therefore, when these individuals take SSRIs they no longer need to consume high levels of alcohol as their symptoms of depression are being treated. As well as in one study, of 18 heavy drinkers the SSRI Citalopram reduced both drinking and self-reported craving for alcohol (Kranzler et al. 1995). Although, these studies may support the theory that SSRIs reduce alcohol consumption their samples only include those who are already heavily dependent on alcohol. In addition, these reports are only correlation and therefore cannot imply causation therefore SSRIs may not be the sole reason for decreasing alcohol consumption.
Related treatment guides
Food and Drug Administration recommends avoiding alcohol while you take Prozac. Remember that dangerous interactions can happen with even a small amount of alcohol. Check the labels on all your medicines (such as allergy or cough-and-cold products) because they may contain ingredients that cause drowsiness. This medication can slow down the removal of other medications from your body, which may affect how they work. Examples of affected drugs include pimozide, thioridazine, vinblastine, antiarrhythmics , tricyclic antidepressants , among others. This risk might be higher in people who carry certain genes that already make them more susceptible to alcohol abuse.
Xarelto interactions: Alcohol, supplements, and more – Medical News Today
Xarelto interactions: Alcohol, supplements, and more.
Posted: Sun, 24 Jul 2022 07:00:00 GMT [source]
Although overcoming substance use disorders like alcohol addiction might be challenging, it is critical to your overall health and well-being. Regular alcohol consumption has been shown to decrease the effectiveness of antidepressants like Prozac and may even be dangerous. There is a substantial increase in danger when senior citizens mix Prozac and alcohol. They’re more likely to have adverse medication effects because they must take so many medications at once. Your physician may tell you that you can drink alcohol sometimes.
Taking too much Prozac or combining it with other drugs can cause serotonin syndrome. Serotonin syndrome is a severe reaction to drugs that work with serotonin by increasing its levels in your brain. When you take a prescribed dose of the medication, it’s not going to raise serotonin levels high enough to cause serotonin syndrome. As an SSRI, Prozac is not generally defined as “addictive,” although a person taking it can become psychologically dependent. Moreover, antidepressant withdrawal symptoms, which are linked to addiction, may occur when a person stops taking the medication. For severe cases, seeking professional treatment rehab for depression and drug use disorder is crucial.
Serotonin Toxicity
Depression and alcohol abuse can be treated at the same time. The risk of serotonin syndrome/toxicity increases if you are also taking other drugs that increase serotonin. The risk of serotonin syndrome/toxicity may be more likely eco sober house rating when you start or increase the dose of these drugs. Drug interactions may change how your medications work or increase your risk for serious side effects. This document does not contain all possible drug interactions.
What antidepressant can I drink alcohol with?
There are no antidepressants that are completely safe when taken with alcohol. Some providers may say that light to moderate drinking is OK while taking certain antidepressants, such as selective serotonin reuptake inhibitors (SSRIs) like sertraline (Zoloft), fluoxetine (Prozac), and escitalopram (Lexapro).
Many individuals who struggle with depression, especially people who have not been properly diagnosed, usually turn to alcohol to escape. While the mechanism of their effect is not fully elucidated, a previous study with citalopram indicated that reduced desire to drink might be an essential factor. Fluoxetine could be a valuable adjunct for patients in a treatment context who are motivated to reduce their drinking. The ingredients in Prozac are designed to help calm your mood. Prozac can interfere with coordinated movement and alertness like alcohol does.
Interactions Between Prozac and Alcohol
Because of the way that alcohol and Prozac interact, it is possible to experience overdose symptoms even on your normal daily dose of Prozac if you drink alcohol. While alcohol may temporarily increase dopamine in the brain, when the feelings wear off, depressive symptoms are typically worse. When people consume alcohol, they usually do so because it leads to a short-term increase in dopamine—positive feelings, social energy, reduced stress, and other similar effects.
Alcohol can cause depression itself and also keeps some antidepressants from working as well as they should. This could lead to an increase in suicidal thoughts and actions. Also, if you drink alcohol while taking a certain type of antidepressant called an MAOI, your blood pressure could rise dramatically and could even cause a stroke. Finally, sometimes the liver cannot process all of the toxins present when alcohol is combined with antidepressants and fatal toxicity can occur. Before you begin taking Prozac, or any new medication, your doctor will first review your medical history and any other drugs you are currently taking. It’s essential to inform your doctor of any over-the-counter or prescribed medications you are on and whether you drink alcohol or use drugs.
Neither Addiction Group nor AAC receives any commission or other fee that is dependent upon which treatment provider a visitor may ultimately choose. Tramadol and Alcohol Mixing tramadol and alcohol can be very dangerous. Depending on the individual, inpatient treatment may involve medication-assisted treatment .
![can you drink on prozac](data:image/jpeg;base64,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)
It’s used to treat not only depression, but also bulimia, obsessive-compulsive disorder , and panic disorders. This medication is quite versatile, and can treat a wide array of disorders and conditions. Most doctors prescribe choices sober living a dose of 10mg to 80mg of Prozac to patients. Before this medication is prescribed, the doctors will want a detailed medical history. This is because Prozac can and will react negatively to many other medications and drugs.
Ambien Overdose: Signs, Symptoms, and Treatment
While occasional alcohol consumption is okay, there are certain situations where any amount of alcohol can be dangerous. Many people take prescription medications daily, whether they are for medical or psychiatric conditions. Unfortunately, some of these medications have dangerous interactions with substances like alcohol. Suicide is a known risk of depression and certain other psychiatric disorders, and these disorders themselves are the strongest predictors of suicide. In short-term studies, antidepressants increased the risk of suicidal thoughts and behavior in children, adolescents, and young adults under age 24.
- These serious side effects are rare, but can occur with fluoxetine.
- They don’t understand that although this combination does elevate your energy, it impairs the alertness that renders you incapable of performing even simple tasks.
- These drugs may also have a negative reaction in the body when mixed with Prozac.
- However, they may include serotonin syndrome, abnormal heart rhythm, and low salt levels in the blood.
- Low brain levels of serotonin have long been linked to depression.
- Alcohol and other drugs that make you sleepy slow down and block some brain signals and transmissions.
Examples of MAOIs include isocarboxazid , phenelzine , selegiline , and tranylcypromine , linezolid, or intravenous methylene blue. Long-term alcohol use can cause your brain cells to adapt in ways that physically change your serotonin receptors . These changes can lead to physical dependence on alcohol and an increased risk of anxiety when you stop drinking. So, regularly consuming alcohol can be counterproductive to successfully treating an anxiety disorder. Whether you’ve recently started taking Prozac or if you’ve been taking it for a while, you may want to know whether it’s safe to drink alcohol while you’re on this medication. Drinking alcohol might provide temporary stress relief for some people, but it can lead to serious harm if you’re taking antidepressant medications, such as Prozac .
But sadly, many others remain untreated or undiagnosed, both of which greatly hinder a mental health recovery. Be especially watchful for these symptoms when a new antidepressant is started or when the dose is changed. PROZAC contains the active ingredient fluoxetine hydrochloride. PROZAC belongs to a https://sober-house.net/ group of medicines called selective serotonin reuptake inhibitors . SSRIs are thought to work by their action on brain chemicals called amines which are involved in controlling mood. Schizophrenics are particularly subject to alcoholism and drug abuse, but dual diagnosis treatment may be able to help.
Fluoxetine attenuates alcohol intake and desire to drink
SSRI drugs regulate serotonin amounts in the brain and nervous system. They bring feelings of joy and happiness, which is obviously lacking when you have depression. Prozac is also used to treat obsessive-compulsive, eating, anxiety, and panic disorders.
Audio muting – users with hearing devices may experience headaches or other issues due to automatic audio playing. Animations – epileptic users can stop all running animations with the click of a button. Animations controlled by the interface include videos, GIFs, and CSS flashing transitions. Color adjustments – users can select various color contrast profiles such as light, dark, inverted, and monochrome.
What happens if I drink on Prozac?
Combining Prozac with alcohol can quickly lead to increased sedation. Having even one drink while you take Prozac can cause extreme drowsiness. This effect can lead to potentially dangerous situations. These include poor decision-making, impaired driving, and an increased risk of falls and injuries.
Data sources include IBM Watson Micromedex , Cerner Multum™ , ASHP and others. If you’re concerned about your alcohol use, you may benefit from substance abuse counseling and treatment programs that can help you overcome your misuse of alcohol. Joining a support group or a 12-step program such as Alcoholics Anonymous may help. This can lead to elevated serotonin levels, which can produce uncomfortable and life-threatening side effects. Overdosing on either substance is also possible, and the risk of an overdose is usually higher when multiple substances are taken at once.
Is your medicine making you feel extra hot? Here’s a list of meds that can make you less heat tolerant – FirstCoastNews.com WTLV-WJXX
Is your medicine making you feel extra hot? Here’s a list of meds that can make you less heat tolerant.
Posted: Tue, 30 Aug 2022 07:00:00 GMT [source]
In addition to reducing the symptoms of depression, Prozac can produce a sedative or relaxing effect. People who experience co-occurring depression and insomnia may be prescribed this medication as it can help reduce the symptoms of both conditions. However, this sedative effect can become intensified if you mix fluoxetine with alcohol.
![can you drink on prozac](data:image/jpeg;base64,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)
Those who do may have a difficult time recovering, and may also sustain permanent bodily damages to the brain and to the nerves. The extent of the damage will depend on the dose taken, one’s biological makeup, among many other factors. Opioid use in America has gotten out of hand; overdose rates are skyrocketing to unfathomable heights. However, the effects of mixing the two drugs will vary depending on the type of opioid that is used. Some opioids won’t elicit a reaction even when combined with Prozac.
What should I avoid while taking Prozac?
What Should I Avoid While Taking Fluoxetine? Avoid drinking alcohol or using illegal drugs while you are taking antidepressant medications. They may decrease the benefits (e.g., worsen your condition) and increase adverse effects (e.g., sedation) of the medication.